tag:blogger.com,1999:blog-46411012750640316102024-03-05T00:28:35.345-08:00Adik Guru ~ MathSubhanallaah Wabihamdihnuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.comBlogger50125tag:blogger.com,1999:blog-4641101275064031610.post-63626986411806351112023-06-21T22:32:00.001-07:002023-06-21T22:32:09.246-07:00Puisi_Kasih yang Tak Sampai<p> 24 Januari 2020</p><p>by: Ann</p><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><p style="text-align: left;"><br /></p></blockquote><p><b style="text-align: center;">Kasih yang Tak Sampai</b></p><p><b style="text-align: center;"><br /></b></p><p>Kau datang perlahan menawarkan rasa</p><p>Kau siram dengan embun harapan</p><p>Sekejap kau bercerita</p><p>Kau masih mengharapkan mantan</p><span><a name='more'></a></span><p> Tiba-tiba hatiku sembilu</p><p><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> Menangispun aku tak mampu</span><br /></span></p><p><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> Biarlah aku dengan kebodohanku</span><br /></span></span></p><p><span><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> Yang masih saja mengagumimu</span><br /></span></span></span></p><p><span><span><span><span><br /></span></span></span></span></p><p><span><span><span><span>Begitu hebatnya dirimu,</span></span></span></span></p><p><span><span><span><span>Dulu kau membuatku begitu percaya</span></span></span></span></p><p><span><span><span><span>Lalu membuatku jatuh dan terluka</span></span></span></span></p><p><span><span><span><span>Dulu kau membuatku melamun bahagia</span></span></span></span></p><p><span><span><span><span>Kini kau membuatku merenung merana</span></span></span></span></p><p><span><span><span><span><br /></span></span></span></span></p><p><span><span><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> Kau pernah begitu nyata bagiku</span><br /></span></span></span></span></p><p><span><span><span><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Namun kini hanyalah bayangan semu</span></span></span></span></span></p><p><span><span><span><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Kenapa kau begitu sulit kugapai?</span></span></span></span></span></p><p><span><span><span><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Ah, ternyata memang kasih tak sampai</span></span></span></span></span></p><p><span><span><span><span><br /></span></span></span></span></p><p><span><span><span><span><br /></span></span></span></span></p>nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-42708964677913458342023-06-10T09:08:00.006-07:002023-06-10T09:14:10.299-07:00Puisi_Prasangka<p style="text-align: center;"><b> Prasangka</b></p><p style="text-align: center;"><b>oleh: Ann</b></p><p style="text-align: right;">Kamis, 23 Januari 2020</p><p style="text-align: right;"><br /></p><p>Bagaimana memberi tahumu</p><p>tentang rasa yang kusimpan.</p><p>Lidahku terlalu kelu</p><p>Aku tak punya cukup keberanian.</p><span><a name='more'></a></span><p><br /></p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> Bagaimana jika kau sudah tahu</span><br /></p><p><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> bahwa aku suka padamu.</span><br /></span></p><p><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> Akankah kita bersatu</span><br /></span></span></p><p><span><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> ataukah kau pergi berlalu.</span><br /></span></span></span></p><p><span><span><span><span><br /></span></span></span></span></p><p><span><span><span><span>Kau tahu, memikirkanmu bagai candu.</span></span></span></span></p><p><span><span><span><span>Kenangan kita bagai madu.</span></span></span></span></p><p><span><span><span><span>Bayanganmu seperti hantu.</span></span></span></span></p><p><span><span><span><span>Lambaianmu meninggalkan pilu.</span></span></span></span></p><p><span><span><span><span><br /></span></span></span></span></p><p><span><span><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> Aku tahu kau sudah ada yang punya</span><br /></span></span></span></span></p><p><span><span><span><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> yang selalu menjadi kenangan bagiku.</span><br /></span></span></span></span></span></p><p><span><span><span><span><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> Karna sebelumya aku tak percaya</span><br /></span></span></span></span></span></span></p><p><span><span><span><span><span><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> Menyukaimu bisa menghilangkan sendu.</span><br /></span></span></span></span></span></span></span></p><p><span><span><span><span><span><span><span><span><br /></span></span></span></span></span></span></span></span></p><p><span><span><span><span><span><span><span><span>Aku tidak bersedih kau sudah bersamanya</span></span></span></span></span></span></span></span></p><p><span><span><span><span><span><span><span><span>karena bahagiamu adalah bahagiaku.</span></span></span></span></span></span></span></span></p><p>Semoga bersamanya kau tidak kecewa.</p><p>Dan aku cepat menemukan penggantimu.</p><p><span><span><span><span><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><br /></span></span></span></span></span></span></p>nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-22077159125630057072023-05-18T19:10:00.007-07:002023-06-10T09:13:44.377-07:00Lirik Lagu Tentang Aku, Kau, dan Dia<p style="text-align: center;"> <b>Tentang Aku, Kau, dan Dia</b></p><p style="text-align: center;"><b>by: Kangen Band</b></p><p><br /></p><p>Selayaknya engkau tahu betapa ku mencintaimu,</p><p>kau terangkanku dari mimpi burukku.</p><p>Selayaknya kau mengerti betapa engkau ku kagumi,</p><p>kau telah tinggal di dalam palung hati.</p><span><a name='more'></a></span><p><br /></p><p>Betapa hancur hatiku melihat engkau bersamanya,</p><p>namun ku mencoba tuk tegar menghadapinya.</p><p>Jangan kau menangis lagi tak sanggup aku melihatnya.</p><p>Sekarang kau pilih diriku atau dirinya.</p><p><br /></p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Kau tuliskan cerita tentang engkau dan dia</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>yang membuat hatiku semakin terluka.</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Sudah usai sudah cerita engkau dan aku,</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>ku anggap sebagai bingkisan kalbu.</p><p><br /></p><p> <b> </b><b>(Versi Cewek)</b></p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Ku tulis cerita tentang aku dan dia</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>sehingga membuatmu terluka.</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Sudah usai sudah, jangan menangis lagi</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>kurasa sampailah di sini.</p><p style="text-align: center;"><b><i><br /></i></b></p><p style="text-align: center;"><b><i>Video Youtube Tentang Aku, Kau, dan Dia</i></b></p><p style="text-align: center;"><b><i><a href="https://www.youtube.com/watch?v=3ucQG2HQxMc" target="_blank">https://www.youtube.com/watch?v=3ucQG2HQxMc</a><br /></i></b></p><p style="text-align: center;"><b></b></p><div class="separator" style="clear: both; text-align: center;"><b><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/3ucQG2HQxMc" width="320" youtube-src-id="3ucQG2HQxMc"></iframe></b></div><b><br /><i><br /></i></b><p></p>nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-74873533986286480652023-05-18T19:00:00.003-07:002023-06-10T09:13:22.077-07:00Lirik Lagu Butiran Debu<p><br /></p><p style="text-align: center;"> <b style="text-align: center;">BUTIRAN DEBU</b></p><p style="text-align: center;"><b>by: RUMOR</b></p><p style="text-align: center;"><br /></p><p>Namaku cinta ketika kita bersama</p><p>berbagi rasa untuk selamanya.</p><p>Namaku cinta ketika kita bersama</p><p>berbagi rasa sepanjang usia.</p><span></span><span><a name='more'></a></span><p><br /></p><p>Hingga tiba saatnya, akupun melihat</p><p>cintaku yang khianat, cintaku berkhianat.</p><p><br /></p><p>Aku terjatuh dan tak bisa bangkit lagi.</p><p>Aku tenggelam dalam lautan luka dalam.</p><p>Aku tersesat dan tak tahu arah jalan pulang.</p><p>Aku tanpamu butiran debu. </p><p><br /></p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Namaku cinta ketika kita bersama</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>berbagi rasa untuk selamanya.</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Namaku cinta ketika kita bersama</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>berbagi rasa sepanjang usia.</p><p><br /></p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Hingga tiba saatnya, akupun melihat</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>cintaku yang khianat, cintaku berkhianat.</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><br /></p><p><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span>Menepi menepilah, menjauh,</span><br /></span></p><p><span><span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> <span> </span></span>semua yang terjadi di antara kita...</span></span></p><p><span><span><br /></span></span></p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Aku terjatuh dan tak bisa bangkit lagi.</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Aku tenggelam dalam lautan luka dalam.</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Aku tersesat dan tak tahu arah jalan pulang.</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Aku tanpamu butiran debu. </p><p><b><i><br /></i></b></p><p><b><i>**Tidak ada kata-kata bijak.</i></b></p><p><b><i>Kata-kata itu akan bermakna pada orang yang mengalaminya**</i></b></p><p><b><br /></b></p><p style="text-align: center;"><b>Video Youtube Butiran Debu</b></p><p style="text-align: center;"><b><a href="https://www.youtube.com/watch?v=l0QDenxw9Iw" target="_blank">https://www.youtube.com/watch?v=l0QDenxw9Iw</a><br /></b></p><p><b></b></p><div class="separator" style="clear: both; text-align: center;"><b><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/l0QDenxw9Iw" width="320" youtube-src-id="l0QDenxw9Iw"></iframe></b></div><b><br /><i><br /></i></b><p></p><p><br /></p><p><br /></p><p><br /></p>nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-30608665952399884202023-03-27T21:39:00.005-07:002023-06-10T09:12:58.329-07:00Rintihan Kehidupan<p style="text-align: center;"><b><u><i>Rintihan Air Mataku</i></u></b></p><p style="text-align: center;"><br /></p><p>Sesuatu yang pernah tergores,</p><p style="text-align: left;">menjadi sejarah dalam memori</p><span><a name='more'></a></span><p style="text-align: left;"><span style="text-align: justify;"> Hidupku adalah...</span></p><p style="text-align: justify;"> Lagu yang tak pernah dinyanyikan</p><p style="text-align: justify;"> Puisi yang tak pernah dibacakan</p><p style="text-align: justify;"> dan Rindu yang tak pernah dipertemukan</p><p style="text-align: justify;"><br /></p><p style="text-align: justify;">Serpihan hatiku bermula dari 03 Januari 2014.</p>nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-923901284885255452021-01-12T00:00:00.001-08:002021-01-12T00:00:48.529-08:00Arti Lagu Bangka Nyesel 'Klaki Band'<p>Baiklah, ada satu lagu Bangka yang saya suka sejak jaman SMA. Judulnya Nyesel dari Klaki Band. Lagunya sedih, cocoklah untuk anak-anak SMA yang suka melow-melow drama gitu, kayak aku <img alt="crying" src="https://usefulshortcuts.com/imgs/yahoo-smileys/20.gif" style="background-color: #f3f3f3; border: 0px; color: #333333; font-family: helvetica, arial, sans-serif; font-size: 16px;" /><img alt="laughing" src="https://usefulshortcuts.com/imgs/yahoo-smileys/21.gif" style="background-color: #f3f3f3; border: 0px; color: #333333; font-family: helvetica, arial, sans-serif; font-size: 16px;" /></p><p>Waktu kuliah ada beberapa temen yang nanya artinya. Here tak tulisin.</p><p><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></p><p style="text-align: center;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>NYESEL</b></span></p><p></p><div style="text-align: center;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">by: Klaki Band</span></div><div style="text-align: center;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: center;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Cube dulu ku madah bahwa bahwa ku renyek kek ka.</b></span></div><div style="text-align: left;"><span style="font-family: helvetica, arial, sans-serif;"><span style="color: #6aa84f;">Coba dulu aku bilang bahwa aku suka sama kamu.</span></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Cube dulu ka madah, ka renyek kek ku.</b></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Coba dulu kamu bilang, kamu suka sama aku.<span><a name='more'></a></span></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Ngape kite dak suah nek ngumong ke arah tu.</b></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Kenapa kita tidak pernah mau bicara ke arah itu.</span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Ngape kite bedue malu-malu.</b></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Kenapa kita berdua malu-malu.</span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Baru kinik ku tau dari kawan akrab ka, rupe e ka agik galek nanyak ku.</b></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Baru sekarang aku tahu dari teman akrabu, rupanya kamu masih sering menanyakan aku.</span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Baru kinik ka tau dari kawan akrab ku, ku ge galek nanya ape kabar ka.</b></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Baru sekarang kamu tahu dari teman akrabku, akupun sering menanyakan apa kabarmu.</span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Agik ku simpen buku ade tulis tangan ka.</b></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Masih aku simpan buku yang ada tulisan tanganmu.</span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Galek ku bace waktu ku rindu.</b></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Sering aku baca waktu aku rindu.</span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Agik ku simpen buku ade tulis tangan ka.</b></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Masih aku simpan buku yang ada tulisan tanganmu.</span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Waktu kite agik sekulah dulu.</b></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Waktu kita masih sekolah dulu.</span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Cube dulu ku madah ku nek jadi tunang ka.</b></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Coba dulu aku bilang aku mau jadi pacarmu.</span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Cube dulu ka madah ka nek jadi tunang ku.</b></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Coba dulu kamu bilang kamu mau jadi pacarku.</span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Andai kite bedue ngumong ape ade e.</b></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Seandainya kita berdua bicara apa adanya.</span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Pasti dak de cerita, cerita nahan rindu.</b></span></div><div style="text-align: left;"><div><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Pasti tidak ada cerita, cerita menahan rindu.</span></div><div><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Cube dulu ku madah ku nek jadi tunang ka.</b></span></div><div><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Coba dulu aku bilang aku mau jadi pacarmu.</span></div><div><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Cube dulu ka madah ka ge same rase e.</b></span></div><div><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Coba dulu kamu bilang kamu juga sama rasanya.</span></div><div><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Kinik kite betemu tapi ka lah punye je.</b></span></div><div><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Sekarang kita bertemu tapi kamu sudah punya dia.</span></div><div><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><br /></span></div><div><span style="color: #333333; font-family: helvetica, arial, sans-serif;"><b>Kinik kite betemu ku lah punye ge.</b></span></div></div><div style="text-align: left;"><span style="color: #333333; font-family: helvetica, arial, sans-serif;">Sekarang kita bertemu aku juga sudah punya.<b> </b></span></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-27513894027998000422021-01-11T20:52:00.000-08:002021-01-11T20:52:00.906-08:00As The Years Passed<p> Assalaamu'alaykum warahmatullaah wabarakaatuuh.</p><p>Alhamdulillaah, setelah sekian tahun tidak menyentuh blog, jadi kangen menulis dan berbagi informasi.</p><p>Di masa pandemi ini, bisa jadi ini salah satu sarana yang tepat untuk mengisi waktu dengan berbagai hal berguna. Bismillaah, semoga bisa terlaksana.</p><p>Banyak hal juga sudah lupa bagaimana ngedit blo ~~'.</p><p>Baiklah, hal pertama mungkin harus memperkenalkan kehidupan baruku.</p><p>Nama saya Ana, 27 tahun. Saya tinggal di Pangkalpinang. Pangkalpinang bukanlah kota besar, namun saya merasa cukup untuk masalah teknologi dalam pendidikan di sekolah saya dulu, walau tidak semaksimal pemanfaatannya seperti di kota-kota besar.<span></span></p><a name='more'></a><p>Awal tahun 2019 saya bekerja sebagai guru Matematika di SMA Negeri 2 Sungaiselan. Jujur, saya terenyuh dan agak terkejut ketika bekerja di sana, dimana kebanyakan orang tua siswa adalah petani dan penambang. Tidak beberapa anak yang berasal dari keluarga mampu, misalnya yang orang tuanya bekerja sebagai ASN. Karena latar belakang inilah, barang mewah bagi mereka adalah HP. Hampir tidak ada yang memiliki laptop, sehingga menggunakan ms. word pun tidak bisa.</p><p>Sayangnya, keberadaan HP yang mereka punya lebih dimanfaatkan untuk bermain game berhari-hari. Tidak banyak siswa yang memahami pentingnya pendidikan begitupun orang tuanya. Jadi, saya sangat salut dengan siswa yang mau belajar dan tidak mau ketinggalan. Saya sangat menghargai itu. Walau bagaimanapun siswa, entah mereka 'nakal', 'kurang', membenci kita atau tidak, mereka tetap punya waktu untuk berubah, menjadi lebih baik, berpikir lebih baik. Sejatinya tidak ada guru yang membenci siswanya, guru pasti selalu berdoa agar siswanya sukses dan berhasil. </p><p>Kebanggaan guru adalah melihat siswanya tetap bertahan dengan adab yang baik setinggi apapun pendidikan yang mereka tempuh, apapun pekerjaan mereka kelak. Karena adab jauh lebih tinggi tingkatannya daripada ilmu.</p><p>Sudah 2 tahun saya menjadi guru di sana. Allah mengajarkan saya untuk melihat setiap lapisan kehidupan, jangan selalu melihat ke atas, mengajari cara bersyukur dan berbagi. Alhamdulillaah, puji dan syukur kepada Allah.</p><p>Dan sekarang pun saya sudah menikah, dengan pilihan Allah. Setelah menikah kami mengontrak di Simpang Katis, Central Bangka Regency. Masih terus belajar menjadi istri yang baik baik pintu syurga/nerakaku. Semoga Allah selalu memberkahi kita semua.</p><p>Sekian curcolnya, nantikan postingan berikutnya.</p><p>Saya sarankan, batasilah melihat sosial media karena pada akhirnya kita akan membandingkannya dengan kehidupan kita yang membuat kita jauh dari syukur. (Pengalaman).</p><p>Wassalaam.</p>nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com2Simpang Katis, Central Bangka Regency, Bangka Belitung Islands, Indonesia-2.2788559 106.0757749-30.909458838606891 70.9195249 26.351747038606891 141.2320249tag:blogger.com,1999:blog-4641101275064031610.post-78901094560189539482018-04-24T20:16:00.000-07:002018-04-24T20:16:05.433-07:00Muslim Scientists<div dir="ltr" style="text-align: left;" trbidi="on">
Assalaamu'alaykum Chingu, ya!!<br />
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Aseli pengen nangis. Akhirnya terbuka jugalah blog yang sudah lama ditelantarkan disebabkan kefakiran kuota.<br />
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Jadi... ceritanya untuk kali ini tentang beberapa ilmuan Muslim.<img alt="big grin" src="https://s.yimg.com/pu/emoticon/v2/4.gif" style="background-color: #eeeeee; border: 0px; color: #666666; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; font-weight: bold; line-height: 39px; text-align: center;" /><br />
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Udah lamaa banget pengen nulis hal ini, akhirnya kesampaian.mwahaha<br />
Kalo nama-namanya ilmuan Muslim, masih dikit 'kan yang denger/tau? Sama dong kita (jadi malu<img alt="sad" src="https://s.yimg.com/lq/i/mesg/emoticons7/2.gif" style="background-color: #eeeeee; border: 0px; color: #666666; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; font-weight: bold; line-height: 39px; text-align: center;" />).</div>
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Makanya, kita coba mengenal dikit yuuk. InsyaAllah bisa menambah pengetahuan.hehe</div>
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<b style="text-align: left;">1. JABIR IBN HAYYAN (721 M - 815 M)</b></div>
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<b> Bapak Ilmu Kimia Dunia</b><br />
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<b>Who is He?</b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHELkYjYuBotugdaeAnM0TzlPQNdPGyoGnQvTX5R0FZDZmTRxhM6KOyf0dQdWv_rwj3vKlb5kJPxRFD8i2vYbHFHaRtjcmCbFHSdPgxmXIcRjQ3U2bgHoDs1JXZicjwosESCWS_wLxlIZx/s1600/jabir-ibn-hayyan.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Image result for jabir ibn hayyan" border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHELkYjYuBotugdaeAnM0TzlPQNdPGyoGnQvTX5R0FZDZmTRxhM6KOyf0dQdWv_rwj3vKlb5kJPxRFD8i2vYbHFHaRtjcmCbFHSdPgxmXIcRjQ3U2bgHoDs1JXZicjwosESCWS_wLxlIZx/s200/jabir-ibn-hayyan.jpg" width="146" /></a> Jabir Ibn Hayyan dikenal sebagai <i>The Father of Modern Chemistry </i>atau Bapak Ilmu Kimia Modern.<br />
Jabir adalah seorang muslim yang ahli di bidang kimia, farmasi, fisika, filsufi, dan astronomi. Ilmuan yang juga ahli farmasi itu dinobatkan sebagai <i>renaissance man </i>(manusia yang mencerahkan).<br />
Beliau mempunyai nama lengkap Abu Musa Jabir Ibn Hayyan. Oleh orang-orang Eropa, Jabir Ibn Hayyan lebih dikenal dengan nama Geber. Dia dilahirkan di Tus, Iran pada tahun 721 M dan meninggal di Kufah, Iraq pada tahun 815 M.<br />
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<b>Apa Jasanya?</b><br />
Jabir Ibn Hayyan menemukan banyak zat kimia, di antaranya <i>asam klorida, asam sitrat, asam nitrat, asam asetat, </i>dan larutan <i>aqua regia </i>(larutan asam klorida dan asam <br />
<a name='more'></a>nitrat) untuk melarutkan emas. Selain menemukan zat kimia, ia juga menemukan beberapa teknik dalam ilmu kimia, di antaranya adalah teknik distilasi dan teknik kristalisasi. Dalam bidang kimia terapan, ia menerapkan ilmu kimia ke dalam proses pembuatan besi dan logam lainnya. Ia juga menemukan formula pencegah karat pada logam.<br />
<img alt="Image result for jabir ibn hayyan" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQSNutp-xLoTzYsIWg77fKw2C37zLzHXBFc-wvga760L2itQMNWTA" /> <img alt="Image result for jabir ibn hayyan" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRMI4o2CMV8YHmL5oJQPxOz4BnAwOExWgguZIgpmyy9S4qj-PrVcQ" /><br />
Jabir Ibn Hayyan layak disebut sebagai <i>The Father of Modern Chemistry </i>karena menemukan banyak dasar ilmu kimia. Dialah yang pertama menggunakan mangandioksida pada pembuatan gelas kaca. Jabir Ibn Hayyan juga pertama kali mencatat bahwa pemanasan <i>wine </i>akan menimbulkan gas yang mudah terbakar. Hal inilah yang kemudian memberikan jalan bagi Ar-Razi untuk menemukan <i>etanol</i>.<br />
Ia merumuskan tiga tipe berbeda dari zat kimia berdasarkan unsur-unsurnya:<br />
1. Air (spiritus)<br />
2. Logam, seperti emas, perak, timah, tembaga, besi<br />
3. Bahan campuran, yang dapat dibuat bubuk.<br />
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<b>Apa Manfaatnya?</b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP-iDSRUycVbyTM7p0JZlg9UOwuqeicWRwmGw0rJ6VhwUTX5SRsP7t3syh6NM6k8KCT6q1JJeF75INrYX8iEnFvt8uXQZHQKphbXBvcbHrSvJVOPY3tDSb_zyx-qwp5YAKXRviD3kOvRo/s1600/a.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Image result for produk kimia" border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP-iDSRUycVbyTM7p0JZlg9UOwuqeicWRwmGw0rJ6VhwUTX5SRsP7t3syh6NM6k8KCT6q1JJeF75INrYX8iEnFvt8uXQZHQKphbXBvcbHrSvJVOPY3tDSb_zyx-qwp5YAKXRviD3kOvRo/s200/a.jpg" width="200" /></a> Kimia membuat dunia menjadi indah dan menyenangkan. Ilmu kimia adalah ilmu yang mempelajari susunan, struktur, sifat, dan perubahan materi serta energi yang meyertainya. Pembuatan asam anorganik yang telah ditemukan Jabir telah memberikan arti penting dalam sejarah kimia. Dengan ilmu kimia, kita dapat mengubah bahan alam menjadi produk yang lebih berguna untuk memenuhi kebutuhan hidup manusia, dapat mengerti kebutuhan hidup manusia, serta mengerti berbagai gejala alam yang kita jumpai dalam kehidupan kita setiap hari,<br />
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<b>Pesan</b><br />
Dia memiliki kebiasaan mengakhiri uraian suatu eksperimen dengan menuliskan:<br />
"Saya pertama kali mengetahuinya melalui tangan dan otak saya, dan saya menelitinya hingga sebenar mungkin, dan saya mencari kesalahan yang mungkin masih terpendam."<br />
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<b>2. </b><b>Al KHAWARIZMI (770 M)</b><br />
<b> Penemu Aljabar, Algoritma, dan Angka Nol</b><br />
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<b>Siapakah Al-Khawarizmi?</b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTg-bYyjiLslnCPR9O5wN4IzDvgCDgiXYgUSxJ2_h9QrllW1cGhmu0wAGOUhImU-aUSRqnt4Jx-Z6is7enLJsM3bi0pDcNlm70QceUCiotppcPrB_c53zKBV2nixHLjWmZ5PTCcBl6CQ/s1600/Al_Khwarizmi2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Hasil gambar" border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTg-bYyjiLslnCPR9O5wN4IzDvgCDgiXYgUSxJ2_h9QrllW1cGhmu0wAGOUhImU-aUSRqnt4Jx-Z6is7enLJsM3bi0pDcNlm70QceUCiotppcPrB_c53zKBV2nixHLjWmZ5PTCcBl6CQ/s200/Al_Khwarizmi2.jpg" width="136" /></a> Al-Khawarizmi adalah ilmuan yang terkenal. Ia adalah seorang matematikawan, astronom, dan ahli geografi. Beliau dilahirkan sekitar tahun 770 di Bukhara, sebuah kota kecil sebelah selatan sungai Oxus di Persia. <br />
Nama lengkapnya adalah Abu Abdullah Muhammad Ibn Musa al-Khawarizmi. Al-Khawarizmi dikenal oleh orang-orang Eropa sebagai Al-Khawarizmi, al-Cowarizmi, al-Karismi, al-Ahawarizmi, dll.<br />
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<b>Apa Jasanya?</b><br />
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<ul style="text-align: left;">
<li>Di bidang geografi ia membuat bola dunia lengkap dengan perhitungan keliling bumi.</li>
<li>Di bidang matematika, ia membuat kitab yang berjudul <i>al-Jabr wa al-Muqabilah</i>. Kitabnya inilah yang menjadi rujukan utama ilmu aljabar di seluruh dunia. Beliau jugalah yang memperkenalkan angka 0 pertama kali. Angka 0 adalah angka yang terakhir kali ditemukan. </li>
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Al-Khawarizmi mengembangkan konsep algoritma dalam matematika. Oleh karena itu, dia disebut sebagai bapak ilmu komputer oleh beberapa orang. Algoritma adalah langkah-langkah logis penyelesaian masalah yang disusun secara sistematis. Algoritma umumnya digunakan untuk membuat diagram alur (<i>flowchart</i>) dalam ilmu komputer/informatika. <br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Hasil gambar untuk algebra" border="0" 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" /></a></div>
<ul style="text-align: left;">
<li>Di bidang astronomi dia telah menciptakan pemakaian Secans dan Tangen dalam penyelidikan trigonometri dan astronomi. Karena kepakarannya, Al-Khawarizmi dipercaya untuk memimpin perpustakaan khilafah.</li>
</ul>
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<br />
<div>
<b><br /></b></div>
<div>
<b>3. AL-KINDI (801 M - 866 M)</b></div>
<div>
<b><br /></b></div>
<div>
<b>Siapakah Dia?</b></div>
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Hasil gambar untuk al kindi" border="0" height="200" 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" width="171" /></a> Selain sebagai ulama, Al-Kindi adalah filsuf Arab pertama yang memelopori penerjemahan sekaligus memperkenalkan pemikiran para filsuf Yunani di dunia Arab dan Islam. Al-Kindi menguasai beragam disiplin ilmu; ilmu filsafat, ilmu alam seperti kimia, geometri, astronomi, ilmu teknik arsitektur, sampai musik.</div>
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Nama lengkap Al-Kindi adalah Abu Yusuf Ya'qub bin Ishaq al-Kindi. Al-Kindi lahir di Kufah, Irak, pada 801 M dan meninggal pada 866 M. Orang barat menyebutnya Al-Kindus.</div>
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<b>Apa Jasanya?</b></div>
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Karya Al-Kindi sangat banyak. Al-Kindi menulis sedikitnya 260 buku, di antaranya 32 buku tentang geometri, 22 buku tentang kedokteran, 22 buku filsafat, 9 buku logika, dan 12 buku fisika.</div>
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<li>Di bidang musik, Al-Kindi menulis berbagai teori musik dan pemberian kunci nada Arab. Ia juga mempelajari ilmu tentang gelombang bunyi. Di bidang kimia, Al-Kindi dikenal sebagai ahli kimia pertama yang berhasil memproses minyak wangi secara kimiawi.</li>
<li>Dalam bidang fisika, Al-Kindi mampu menjelaskan warna biru langit. Menurutnya, warna biru bukanlah warna langit itu sendiri melaikan warna dari pantulah cahaya yang berasal dari penguapan air dan butir-butir debu yang ada di udara. Al-Kindi juga telah mencetuskan teori relativitas, jauh sebelum Einstein mengeluarkannya. Meskipun teori relativitasnya belum semodern teori relativitas Einstein. Menurut Al-Kindi, "Waktu, ruang, gerakan, di sana perlu enda; jika ada sebuah benda, di sana perlu gerakan."</li>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRXtxNo2uo3AB6bBiJOoWiS2mAD6OEvaYqcXVwdTaQGNK0vjLQnJQ" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Hasil gambar untuk langit biru dan laut" border="0" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRXtxNo2uo3AB6bBiJOoWiS2mAD6OEvaYqcXVwdTaQGNK0vjLQnJQ" style="text-align: center;" /></a></div>
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<li>Dalam bidang arsitektur, ia merancang jembatan dan berbagai bangunan di daerahnya.</li>
<li>Dalam bidang militer, ia merancang alat perang, seperti pedang dengan detail. Al-Kindi menjelaskan teknologi pembuatan pedang dalam dua bukunya. Dalam bukunya ia menjelaskan macam-macam logam dan ciri-cirinya. Ia juga menjelaskan cara pembuatan dan pencampurannya. Teknik metalurgi (logam dan tambang) seperti itu sampai sekarang masih dipakai dalam pembuatan pedang. Ia menganjurkan besi dicampur dengan baja -dalam ukuran tertentu- kemudian dipanaskan sehingga menghasilkan pedang yang kuat, ringan, dan tajam.</li>
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<b>Pesan</b><br />
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"Kebenaran, dari mana pun ia berasal, dapat kita terima, karena tiada yang dicintai oleh pencari kebenaran selain kebenaran itu sendiri".</div>
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Sebuah ungkapan yang menginspirasi banyak ilmuan untuk terus mencari kebenaran.</div>
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_Oleh karena kebenaran itu, Alhamdulillaah banyak ilmuan yang kini masuk Islam<img src="http://www.emoticonr.com/design/yahoo/angel.gif" style="text-align: left;" />_</div>
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<b>4. BANU MUSA BERSAUDARA (Abad ke-9)</b></div>
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<b>Siapakah Dia?</b></div>
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Banu Musa, atau keluarga Musa, terdiri dari tiga bersaudara.</div>
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<ol>
<li>Abu Ja'far Muhammad ibn Musa ibn Shakir, ahli fisika, geometri, teknik, dan astronomi.</li>
<li>Ahmad bin Musa ibn Shakir, ahlik teknik dan mekanik.</li>
<li>Al-Hasan bin Musa Iibn Shakir, ahli rekayasa dan geometri,</li>
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Mereka bertiga adalah putra dari Musa ibn Shakir. Musa bin Shakir adalah seorang cendikiawan terkemuka abad ke-8. Musa bin Shakir bekerja sebagai ahli astrologi Khalifah al-Ma'mun di Irak.<br />
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<img alt="Hasil gambar untuk banu musa bersaudara" height="160" 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" 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<b>Apa Jasanya?</b></div>
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Banu Musa bersaudara adalah pengarang buku <i>al-Hiyal </i>(buku alat-alat pintar). Buku ini berisikan 100 macam mesin, seperti: pengisi tangki air otomatis, pengolahan logam, teknik tambang, lampu otomatis, tekanan diferensial, dan masker gas.</div>
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<ul>
<li>Dalam bidang arsitektur, Banu Musa bersaudara menciptakan rancangan pembuatan air mancur, kincir air, dan sistem kanal bawah tanah seperti yang terkenal di Belanda.</li>
<li>Dalam bidang pertambangan, Banu Musa bersaudara menulis dalam kitab <i>al-Hiyal </i> tentang teknik survei dan pembuatan tambang bawah tanah.</li>
<li>Dalam bidang matematika dan geometri, Banu Musa menulis cara menghitung luas serta volume, menggunakan rumus matematika. Banu Musa juga menjelaskan angka konstan <i>phi</i>. Mereka mengajarkan cara membuat lingkaran dengan memakai besi siku atau jangka. <img alt="Hasil gambar untuk menggambar lingkaran dengan jangka" src="data:image/jpeg;base64,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" /></li>
<li>Dalam seni musik Banu Musa bersaudara membuat alat musik <i>hydropowered organ</i>, organ yang menggunakan air untuk menghasilkan bunyi. Alat ini diproduksi hingga pertengahan abad ke-19. Mereka juga membuat alat yang disebut seruling otomatis. Seruling otomatis merupakan salah satu mesin yang bisa diprogram pertama kalinya.</li>
</ul>
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MasyaaAllaah, ilmuan-ilmuan ini menguasai lebih dari satu ilmu. Tentunya ilmu yang mereka dapatkan merupakan berkah dari Allaah. Semua ilmu sudah diajarkan Allaah kepada kita melalui Al-Qur'an. Dari sini kita juga tahu, bahwa mereka pastinya rajin beribadah, mengkaji Al-Qur'an, hingga sampai sekarang terbuktilah sedikit demi sedikit apa yang dikatakan dalam Al-Qur'an adalah benar.</div>
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Rata-rata yang mencetuskan suatu teori pertama sekali adalah ilmuan Islam. Namun dalam Islam tidak ada yang namanya hak paten. Orang eropalah yang membuat hak paten.</div>
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Wallaahua'lam bishawab. </div>
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Yap, berhubung jari-jariku yang malang bisa keseleo kalo kelamaan ngetik, InsyaaAllaah nanti kita lanjutkan lagi.</div>
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Semoga bermanfaat chingu ya<img alt="big grin" src="https://usefulshortcuts.com/imgs/yahoo-smileys/4.gif" style="text-align: left;" /></div>
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Wassalaamu'alaykum warahmatullaahi wabarakaatuh.</div>
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<b><i>Sumber: </i></b></div>
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Lupa nama bukunya, ingetnya cuma minjem di perpustakaan daerah Kota Pangkalpinang.hhe</div>
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Ntar dicari lagi deh kalo inget.</div>
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nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-9041802787062060752015-12-05T07:58:00.004-08:002015-12-05T18:07:07.202-08:00Anime Bagus<div dir="ltr" style="text-align: left;" trbidi="on">
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"Tebarkanlah Salam di Antara Kalian"</div>
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_HR. Muslim_</div>
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Berdasarkan hadits tersebut, maka. . . . . .<br />
Assalaamu'alaykum wr. wb.!!!!!<br />
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Well, karena agak sulit nyari anime sesuai kegemaran gue *yaelaah... Gue review ndiri aja deh. Ini anime bagusnya berdasarkan penulis ya, tiap orang kan tipenya beda2.<img src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/3.gif" style="background-color: white; border: 0px; color: #333333; font-family: 'Trebuchet MS', Trebuchet, Arial, Verdana, sans-serif; font-size: 14px; line-height: 22.4px; padding: 0px; text-align: center;" /><span style="background-color: white; color: #333333; font-family: "trebuchet ms" , "trebuchet" , "arial" , "verdana" , sans-serif; font-size: 14px; line-height: 22.4px; text-align: center;"> </span><br />
Oh iya, ini gak berdasarkan tingkat keseruannya ya. Yang berkesan di hati gue ajah.<br />
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<b>1. KUROKO NO BASKET</b><br />
Yang belum pernah nonton anime ini, nonton deh, dijamin seru abis. Temen-temen cewek gue aja yang <i>romance type</i> pada suka nonton nih anime. Yaah walaupun giliran cerita cuma taunya Kuroko ama Aomine doang<img src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/22.gif" />. Kan sedih . . .<br />
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Anime ini bercerita tentang The Basketball which Koroko's plays (ini mah judulnya aja dibalik-balik<img src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/21.gif" style="background-color: white; border: 0px; color: #333333; font-family: 'Trebuchet MS', Trebuchet, Arial, Verdana, sans-serif; font-size: 14px; line-height: 22.4px; padding: 0px; text-align: center;" /><span style="background-color: white; color: #333333; font-family: "trebuchet ms" , "trebuchet" , "arial" , "verdana" , sans-serif; font-size: 14px; line-height: 22.4px; text-align: center;"> </span>, gomen gomen). Nah, Kuroko ini salah satu anggota Tim Basket SMP Teikou yang dapet julukan "Kiseki no Sedai" (Generasi Keajaiban). Ketika masuk SMA, ke enam Kiseki no Sedai ini masuk SMA yang berbeda-beda. Kebayang kan serunya ketika generasi keajaiban ini saling bertanding pada turnamen basket??<br />
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Ceritanya oke. Kocaknya ada juga. Ceweknya gak menye-menye, secara lah, inikan shonen anime. Animenya nih ada tiga season. Siap2 penasaran aja kalo udah nonton. Dari episode satunya aja udah ngajak debar2.<br />
Tokoh favorit? Murasakibara lah, jarang sih ada tokoh anime kayak doi.gkgkgk<span style="background-color: white; color: #333333; font-family: "trebuchet ms" , "trebuchet" , "arial" , "verdana" , sans-serif; font-size: 14px; line-height: 22.4px; text-align: center;"> </span><br />
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<b>2. FULLMETAL ALCHEMIST BROTHERHOOD</b><br />
<b> </b>Nah, gue nonton yang brotherhood, yang sesuai dengan manganya. Ini mah anime keren pada jaman gue SMA (maksudnya baru tau waktu SMA). Sampe di review di Animenation, NHK World TV.<br />
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Ceritanya oke punya. Drama, komedi, action, mengharu biru jadi satu (apaan sih<img src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/13.gif" style="background-color: white; border: 0px; color: #333333; font-family: 'Trebuchet MS', Trebuchet, Arial, Verdana, sans-serif; font-size: 14px; line-height: 22.4px; padding: 0px; text-align: center;" />). Emang sih episode awalnya agak membosankan, soalnya ngambil cerita di tengah2. Tapi pas episode 2 mulai deh tau kehidupan kyodai ini. Kalo nonton pasti pengen lanjut terus ke episode berikutnya, buat penasaran sih. Ceritanya gak terduga-duga gak bisa gue prediksi buat gue sampe ketawa aja nebaknya salah.hoho<br />
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Hagane no Renkinjutsushi (FMA) ini bercerita tentang 2 saudara kakak beradik yang saling menyayangi dan melindungi, Edward (Ed) dan Alphonse (Al) Elric. Mereka adalah renkinjutsuhi atau alkemis yang dapat membuat sesuatu dengan pertukaran yang setara. Ceritanya bermula ketika Ibu tercinta mereka meninggal dan mereka mencoba membangkitkannya kembali. Tetapi ternyata saudara-saudara, Ed nyaris kehilangan Al. Ed kehilangan satu tangan dan kakinya, sedangkan Al tinggal Rohnya saja!<br />
Di sinilah petualangan mereka bermula untuk mengembalikan tubuh mereka dan mencari kebenaran.<br />
Tokoh favorit? Envy dong. Walau jahat dan akhirnya mati dimana gue sedih banget sampe guling2 kayak Spongebob, pilihan gue tetep Envy<img src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/16.gif" style="background-color: white; border: 0px; color: #333333; font-family: 'Trebuchet MS', Trebuchet, Arial, Verdana, sans-serif; font-size: 14px; line-height: 22.4px; padding: 0px; text-align: center;" />.<br />
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<b>3. HUNTERXHUNTER</b><br />
Gue baru pertama nonton nih anime pas di Spacetoon, norak banget kan gue<img src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/20.gif" style="background-color: white; border: 0px; color: #333333; font-family: 'Trebuchet MS', Trebuchet, Arial, Verdana, sans-serif; font-size: 14px; line-height: 22.4px; padding: 0px; text-align: center;" /><span style="background-color: white; color: #333333; font-family: "trebuchet ms" , "trebuchet" , "arial" , "verdana" , sans-serif; font-size: 14px; line-height: 22.4px; text-align: center;"> .</span><br />
Tapi jangan salah, ternyata anime ini keren banget. Kayaknya cuman di sini deh yang musuhnya ganteng-ganteng ama keren-keren.wkwkwk<img src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/21.gif" style="background-color: white; border: 0px; color: #333333; font-family: 'Trebuchet MS', Trebuchet, Arial, Verdana, sans-serif; font-size: 14px; line-height: 22.4px; padding: 0px; text-align: center;" /><span style="background-color: white; color: #333333; font-family: "trebuchet ms" , "trebuchet" , "arial" , "verdana" , sans-serif; font-size: 14px; line-height: 22.4px; text-align: center;"> </span><br />
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Kalo kita lihat reviewnya di sembarang tempat, Gon tokoh utama yang mencari ayahnya dengan menjadi Hunter, gak pula menarik. Tapiiii . . . yang buat menarik itu ada di petualangan dalam menjadi Hunter tersebut. Malah lupa kita dia itu tuh mau nyari ayahnya~~".<br />
Jalan pemikiran ceritanya menurut gue bagus banget. Kita terbawa sama pemikiran yang dibuat Yoshihiro Togashi. Tapi manganya mah udah lama banget vakum, Yoshihiro-san sakit keras. Yoshihiro-san get well sooonn.... <br />
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Bercerita tentang Gon Freecs yang ditinggal ayahnya dari bayi. Penasaran kenapa sang ayah meninggalkannya. Berusaha mencari sang otou-san. Dalam perjalannya mengikuti ujian Hunter, bertemu dengan Killua, anak pembunuh bayaran yang juga pembunuh bayaran, yang keren, ganteng, hebat abis. Keduanya menjadi sahabat. Terlalu panjang buat di review, bagus deh nonton ajah.<br />
Tokoh favorit, Hisoka pastinya. Jahat, keren, hebat, apa coba yang kurang??*loh<br />
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<b>4. DEATH NOTE</b><br />
<b> </b>Yaah, semua pasti pada udah tau. Yang gemar nonton anime pasti udah nonton ini. Kebenaran versus kebenaran yang salah arah. Filmnya berat (banyak mikir maksudnya). Maklumlah otak kita kan pas-pasan.<br />
<strike>Ini mah anime orang pinter (bukan dukun yak) versus orang pinter buat kita yang nonton gak pinter2.</strike><br />
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Bermula karena Shinigami (Dewa Kematian) yang bosan dengan <strike>kematiannya</strike> maksudnya kegiatan sehari-harinya dan ingin bermain-main di dunia manusia. Menjatuhkan Death Notenya dan dipungut Light Yagami (Kira=Killer). Nanti-nantinya bertemulah dengan orang paling hebat bidang kriminal Ryuzaki (L). Terjadilah Kira vs L.<br />
Seru kok, karena ceritanya bisa dibilang kurang berakhir bahagia. Kan bosen film yang berakhir bahagia mulu<img src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/113.gif" style="background-color: white; border: 0px; color: #333333; font-family: 'Trebuchet MS', Trebuchet, Arial, Verdana, sans-serif; font-size: 14px; line-height: 22.4px; padding: 0px; text-align: center;" />.<br />
Tokoh favorit? Mmmm, Shinigami Ryuk, netral, orang mati ya biasa ajah. Dan <strike>idup</strike> gak ilang sampe akhir.<br />
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<b>5. GEKKAN SHOUJO NOZAKI-KUN</b><br />
<b> </b>Capek nonton anime shonen yang kesannya berat? Nonton aja nih anime komedi ringan. Konyol, lucu kok. Awalnya agak curiga ini mah anime <i>romance</i> ternyata nggak kok, anime komedi.<br />
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Bercerita tentang Nozaki-kun sang pengarang manga shoujo mingguan. Nonton aja kekonyolannya bersama, Mikoshiba, Sakura, dan teman2 lainnya.<br />
Buat nyantai menghibur diri, okelah.<br />
Mikoshiba (Mikorin) tokoh fav. Keren tapi gak kalah keren sama lucunya.<br />
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<b>6. TOKYO GHOUL</b><br />
<b> </b>Pasti banyak yang udah tau nih anime. Mmmm gimana ya, Tokyo Ghoul season 1 bagus memang. Tapi kok pas di season 2 nya gue gak dapet <i>feel </i>ya..<br />
Tapi, nonton aja, seru kok. Tapi masih ada yang disensor kayak potongan tubuh2 gitu. Menurut gue gak usah disensor gak papalah, kan anime juga. But, it's okaylah.<br />
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Kaneki yang manusia biasa mendapat transplantasi organ dari seorang ghoul. Jadilah si Kaneki ini setengan manusia setengah ghoul. Dan dia yang paham ada kesalahpahaman dari kedua belah pihak (manusia dan ghoul). Diceritakan dari sudut pandang manusia dan ghoul yang selalu salah paham satu sama lain. Manusia mikir ghoul jahat, dan ghoul mikir manusia jahat. Walaupun dari keduanya memang ada jenis yang jahat gak mau damai. Gimana akhirnya? Belum tau. Nunggu season berikutnya keluar dulu, moga aja.<br />
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<b>7. SHINGEKI NO KYOJIN</b><br />
<b> </b>Bisa dibilang ceritanya berat. Benernya sih anime ini kurang seru (menurut gue). Animenya serem bukan seru. Tapi karena nggak ada kerjaan nonton aja. Masuk episode ke 7 baru agak seru, eehhh pertengahan biasa2 aja. Dari awal udah keprediksi nih cerita selanjutnya gimana. Padahal gue seneng banget pas pemeran utamanya mati (tamat dong cerita), eehhh lagi-lagi si doi idup dan membuat suasana hati gue buruk. <br />
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Ini kisah Eren Jaeger (gue baca Eren Jeger!) yang mau balas dendam sama para raksasa yang telah memakan ibunya dan menghancurkan desanya.<br />
Yang buat gue bertahan nonton film ini adalah lagu openingnya, kirain full bahasa Jerman, ternyata ujung2nya bahasa Jepang.haha. Yang penting luculah lagunya.<br />
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Sekian anime bagus versi gue, bolehlah <i>sharing</i>2 anime keren lainnya.<br />
Ada yang mau menambahkan . . .??<br />
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Wassalam.<br />
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nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com1tag:blogger.com,1999:blog-4641101275064031610.post-79245834930109669562015-05-02T00:55:00.001-07:002015-05-02T00:55:38.320-07:00Hajimemashitee..!!<div dir="ltr" style="text-align: left;" trbidi="on">
Assalaamu'alaykum.<br />
Minaaa-saan!! Hajimemashite, watashi wa Nurul desu ^^ (nostalgia SMA).<br />
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Skripsi? What kind of food? I feel kinda dizzy<img alt="hypnotized" src="https://s.yimg.com/lq/i/mesg/emoticons7/43.gif" /><br />
Up! Up! Up! Efek samping yang luar biasa dari jenis 'makanan' tersebut.<br />
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Hari ini, kita bagi-bagi cerita aja yaa..<br />
Inget cerita waktu penelitian, baru masuk kelas menyapa siswa-siswa Indonesia yang lagi menuntut ilmu, tiba-tiba dikejutkan dengan pertanyaan:<br />
"Kak, <i>dubber</i>, ya??", Akupun menjawab, "Masa? Hahaha" (gak nyambung banget tuh jawaban). Hatiku berkata, "<i>Secempreng itukah suaraku, Tuhan??</i>".<br />
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Lalu, terjadilah <i>flash back </i>dalam ingatanku dalam waktu yang cukup singkat.<br />
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___ Teman-temanku pernah berkata berkata,<i> </i><br />
<i>"</i><i>Nurul, lo gak capek tiap hari ngomong pake suara falset?"</i><br />
<i>"Nurul, aku pikir tadi yang bersin kucing.hahaha"</i><br />
<i>"Suaramu kayak Dolphino ya, Nurul" . . .</i><br />
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<i>___</i>Dan masih banyak lagi kata-kata yang bergema-gema dipikiranku. Tapi, aku selalu berpikir positif, selalu bersyukur atas nikmat Tuhan. Mungkin itu cara Tuhan agar makhluk hidup mengingat diriku yang kesepian ini. hehei<br />
Sejak saat itulah gue berharap mungkin bisa jadi pengisi suara....anjing kejepit.<img alt="straight face" src="https://s.yimg.com/lq/i/mesg/emoticons7/22.gif" /><br />
Tapi gue nyadar, gue gak bakal bisa pamer/terkenal di dunia yang fana ini (kagak ada yang bisa dipamerin sih<img alt="day dreaming" src="https://s.yimg.com/lq/i/mesg/emoticons7/105.gif" />). Cantik kagak, pinter kagak. Dan karena itulah gue berkeinginan terkenal di akhirat saja. #eaaaa#ngarep<img alt="angel" src="https://s.yimg.com/lq/i/mesg/emoticons7/25.gif" /><br />
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Kembali ke sekolah. Ada suatu waktu tuh, gue masuk kelas 7G, gurunya gak bisa ngajar nih ceritanya, jadi gue yang masuk (Oh, iya, InsyaAllah gue ini guru y.hehe). Seperti biasa, gue ngajarin gak sesuai bidang gue~__~". Jangan salah, karena gue baik hati kalee, jadi gue tuau mereka bosen.<img alt="devil" src="https://s.yimg.com/lq/i/mesg/emoticons7/19.gif" /><br />
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Pertanyaan andalan gue, seputar pengetahuan umum. Gileeee, anak-anak kelas itu pada jago2 jawab soal gue. Bahkan, teman kuliah gue tanya, belon tentu tau. Ada anak nih yang kena hukum terus gara-gara 'males' belajar mtk. Gue sangat merasa mereka itu males bukan bodoh. Kebanyakan soal yang gua kasih, dia yang jawab. Wow, amazing tuh otaknya. Apresiasi banget deh buat mereka. Pengetahuan umum kelas itu, paling pinter dari segala kelas dan grade yang pernah gue masuk. Eh ternyata, dan ternyata, mereka penggemar anime, men! Dapet banget gue <i>feel</i>nya sama anak kelas itu. Cerita-cerita deh kita (dasar guru gak tau usia).<br />
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Ketika pelajaran usai, salah satu mereka berkata, "Miss, nanti kalo masuk lagi tanya-tanya kek gitu lagi". Dengan sedih gue jawab, "Yaah, ini pertama dan terakhirnya saya masuk kelas kalian". Mereka terdiam membisu, menatap kepergianku ke kelas sebelahnya. Abis itu gue gak pernah-pernah lagi muncul dihadapan anak-anak berbakat tersebut. Mereka sedih, gue sedih, seluruh alam mengheningkan cipta. Akhir cerita gue "sad ending".<i> </i><br />
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Gue rasa, anak jaman sekarang itu pinter-pinter. Tapi pas pengetahuan agamanya gue tanya, pada gak tau. Miris gak sih<img alt="crying" src="https://s.yimg.com/lq/i/mesg/emoticons7/20.gif" />. Gimana anak sekarang pada gak sopan coba, pengetahuan agamanya aja cetek. Pondasi agama itu kan harus diajarkan sejak dini lahir. Akheratnya mana?? Hidup kita kan gak cuma di dunia. Iya, kan? Gue bener, kan? Atau gue salah? Kurang tepat? (Au ah, gelep~~")<br />
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Well, well, inti cerita gue, gue sedih anak sekarang gak banyak yang mikirin pentingnya agama. Baru sekolah aja udah banyak yang pacaran. Aduhh, mungkin tontonannya juga gak mendukung pendidikan kali ya.<br />
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Sampai pertemuan berikutnya. See ya, Ja ne!!! <img alt="big grin" src="https://s.yimg.com/pu/emoticon/v2/4.gif" /><br />
Wassalaam.<br />
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nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com6tag:blogger.com,1999:blog-4641101275064031610.post-88148411258296805952015-01-13T08:30:00.000-08:002015-02-25T06:21:51.155-08:00Planet Tata Surya Kita . . .<div dir="ltr" style="text-align: left;" trbidi="on">
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Assalaamu'alaykum kawaaannn!!!<br />
Ohisashiburi desu neee..<br />
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Semester ini saya PPL di SMPN 1 Inderalaya Selatan (Meranjat). Boleh saya katakan, buku-buku di sini, daeeeebaaakkk!!! Keren-keren dan masih bagus-bagus. Sayang sekali karena di sini termasuk pedesaan, siswa-siswanya kurang memiliki minat dengan baca membaca.<br />
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Berhubung markas anak-anak PPL di perpustakaan, jujur saya lumayan betah untuk bertahan di sini sampai jam mengajar tiba. Bahkan di SD, SMP, dan SMA saya tidak ada buku-buku keren seperti ini. Bergambar, berwarna, menarik dibaca, dan mudah dipahami.<br />
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Nah, disini akan saya tulis cuplikan dari buku yang menarik perhatian saya.<br />
Okeh, kita mulai yah perkenalan sedikit aja dengan planet-planet di Tata Surya kita...<img alt="big grin" src="https://s.yimg.com/pu/emoticon/v2/4.gif" /><br />
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<b>1. MERKURIUS, SI CEPAT</b><br />
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<b>Mengapa dinamakan Merkurius?</b><br />
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" 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" /></a> Dalam mitos Romawi, Merkurius (Mercury) adalah dewa perdagangan, perjalanan, dan penculikan. Orang Yunani menyebut Mercury sebagai Hermes. Mercury adalah Sang Pembawa Wahyu Tuhan.<br />
*Tambahan dikit nih, selain terkenal sebagai God of Thief, memang Hermes juga sebagai Dewa Pembawa Pesan.<br />
Hermes adalah anak Zeus dan Maia. Hermes mempunyai sayap di kaki dan di sayapnya. Dia terkenal karena kecepatan, kecerdikan, dan kecermatannya. Planet ini dinamakan dengan Mercury mungkin karena gerakannya mengelilingi Matahari yang sangat cepat.<br />
<br />
Hermes mempunyai sebuah kuil di Roma dekat Circus Maximus di Bukit Aventine yang tertanggal 495 Sebelum Masehi. Kuil ini terkait dengan pasar malam. Festival utama yang bernama Mercuralia dirayakan setiap tanggal 15. Pada perayaan itu, para pedagang menetesi kepala dan dagangan mereka dengan air yang diambil dari sumur di dekat Porta Canepa.<br />
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<b>2. VENUS, DEWI KECANTIKAN</b><br />
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<b>Si Cantik, Bintang Kejora</b><br />
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<a 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" 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UJJIAaE8JJIAUJoTpIJQ0JQkkgBinISSQAoSASSQA4CQSSQQz//Z" /></a> <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6XTGR5jCG-6o-PNutRgwGHtKdl0TBY7QY_D09UxIuxkF1zHQK3ZsPSinlNpwALeH4ZtvnbqWsyp3vVLAkhWQKy8V_HVFmvukU_zyVQ0g7W3BGJp1YTyvyEz7IIsi78_eaVxVXlJOgiHM/s1600/venusglobe.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6XTGR5jCG-6o-PNutRgwGHtKdl0TBY7QY_D09UxIuxkF1zHQK3ZsPSinlNpwALeH4ZtvnbqWsyp3vVLAkhWQKy8V_HVFmvukU_zyVQ0g7W3BGJp1YTyvyEz7IIsi78_eaVxVXlJOgiHM/s1600/venusglobe.jpg" height="320" width="313" /></a>Planet kedua dari Matahari adalah Venus. Nama Venus diambil dari cerita Romawi yakni Dewi Kecantikan dan Cinta. Namun, andai kamu dapat berkunjung ke planet Venus, maka kamu akan melihat tempat yang sangat tidak indah. Bahkan tidak nyaman!<br />
*Padahal waktu SD aku berperan sebagai planet Venus~___~<img alt="straight face" src="https://s.yimg.com/lq/i/mesg/emoticons7/22.gif" /><br />
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Saat Venus dapat dilihat engan mata telanjang maka Venus akan menjadi benda yang paling terang di langit, lebih terang daripada satelit alam. Venus dapat diamati ketika pagi hari atau senja hari. Orang menyebutnya dengan 'Bintang Kejora'. Satu hal yang aneh juga dari Venus ini, arah rotasinya berkebalikan sama bumi kawan, yaitu dari timur ke barat.<br />
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<b>3. BUMI, TEMPAT TINGGAL KITA DI ALAM SEMESTA</b><br />
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<b> </b>Bumi, tempat kita tinggal, mengelilingi mataari (revolusi) seperti planet lainnya. Ada atmosfer tidak seperti Venus (makanya Venus panas bingit). Samudera, benua. Satelitnya Bulan. Cukup.<br />
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<b>4.MARS, DEWA PERANG</b><br />
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<b>Planet Merah</b><br />
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" 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" /></a> Dalam cerita Yunani kuno, Mars disebut dengan Ares. Ares merupakan Dewa Perang. Mars adalah planet keempat dari Matahari. Batuan, tanah, dan atmosfer Mars berwarna merah dan pink. Oleh karena itu, Mars sering dijuluki sebagai Planet Merah. jika kamu mempunyai teleskop, Mars akan menjadi benda langit yang pertama kali terlihat. Kamu tidak akan jenuh mengamati Mars karena keindahannya, dari seluruh planet, hanya Mars yang dapat teramati perubahan cuacanya. Satelitnya Phobos Deimos ya.<br />
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<b>5. JUPITER, DEWA ZEUS</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirgIZsEhyphenhyphen9aeJarxU5yTlyPi44GhyphenhyphenIKwRjNm-8HykA7iOGB7qZBmDSph790fjlUTAvvcchA-EpFbRxpiYYpWgZ8SELdQMH9wm57B14UEg7G577fGjEJn7ERHtB-FdlV3V7ouGv50lL5bs/s1600/jupiter.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirgIZsEhyphenhyphen9aeJarxU5yTlyPi44GhyphenhyphenIKwRjNm-8HykA7iOGB7qZBmDSph790fjlUTAvvcchA-EpFbRxpiYYpWgZ8SELdQMH9wm57B14UEg7G577fGjEJn7ERHtB-FdlV3V7ouGv50lL5bs/s1600/jupiter.jpg" /></a> Planet kelima tata surya kita adalah Jupiter. Jupiter merupakan planet paling besar ukuran dan massanya. Diameternya hampir 12 kali diameter bumi dan massanya <br />
318 kali massa bumi. Karena ciri-ciri Jupiter yang serba besar maka Jupiter juga dijuluki sebagai Raja planet. Nama Romawi Jupiter adalah Zeus yang merupakan Raja para dewa.<br />
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<b> </b><b> </b>Kekuatan medan magnet Jupiter jauh lebih kuat daripada medan magnet Bumi. Satelit raja planet ini ada empat, yaitu Io, Europa, Ganymade, dan Callisto.<br />
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<b>6. SATURNUS, PLANET BERCINCIN</b><br />
<b> </b><br />
<b> </b>Zaman dahulu, Saturnus dianggap sebagai pembawa sial. Jika dibandingkan <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-RqQOqRZSQVIFD1Ph08WT18dXPTk9a4K_hTgkeQKSgS4C60c1jGI4uW8J59PezZIP9-RP0KaukIX-AgkIMgXjVPX0bK4lUPjRYgAibYzBQ7RTluoEpmJTIjpOJAq2TVGftsEE9sDG3jo/s1600/saturnus1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-RqQOqRZSQVIFD1Ph08WT18dXPTk9a4K_hTgkeQKSgS4C60c1jGI4uW8J59PezZIP9-RP0KaukIX-AgkIMgXjVPX0bK4lUPjRYgAibYzBQ7RTluoEpmJTIjpOJAq2TVGftsEE9sDG3jo/s1600/saturnus1.jpg" height="248" width="320" /></a></div>
dengan yang lain, Saturnus terlihat suram. Sistem cincin Saturnus tidak dapat dilihat dengan mata telanjang. Keindahan Saturnus dapat kita nikmati setelah penemuan teleskop pada abad XVII.<br />
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Nah, yang istimewanya yaitu <b>atmosfer cincin </b>Saturnus ternyata memiliki atmosfernya sendiri. Atmosfer itu terpisah dari atmosfer Saturnus. Nama-nama satelit-satelit alamnya pada terkenal nih, sering dipake dalam <i>game-game</i>; Titan, Tethys, Rhea, Dione.<br />
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<b>7. URANUS, PLANET TIDAK TAAT ATURAN</b><br />
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Kenapa ya dibilang tidak taat aturan?<a href="https://s.yimg.com/lq/i/mesg/emoticons7/7.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img alt="confused" border="0" src="https://s.yimg.com/lq/i/mesg/emoticons7/7.gif" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJLVe3uKFuEP0MmdkazK28iBnoFEsLxXDQEaLM7_4LNHq2EzoJgxI2AHqsToKMNlf3SOnZ3gMuvRoL7KfFbY4h3-90keQ1toukEC_D4JbaTgSCHPoxGAgIt7kRIklqp2XPg12cP_WhX20/s1600/download.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJLVe3uKFuEP0MmdkazK28iBnoFEsLxXDQEaLM7_4LNHq2EzoJgxI2AHqsToKMNlf3SOnZ3gMuvRoL7KfFbY4h3-90keQ1toukEC_D4JbaTgSCHPoxGAgIt7kRIklqp2XPg12cP_WhX20/s1600/download.jpg" /></a>Waah, ternyata jawabannya karena "kemiringannya" kawan. Poros Uranus mempunyai kemiringan sebesar 98 derajat terhadapa garis yang tegak lurus dengan bidang edarnya. Kebayang gak sih <img alt="waiting" src="https://s.yimg.com/lq/i/mesg/emoticons7/45.gif" /><br />
Keunikan lain Uranus adalah adanya 11 cincin-cincin tipis dalam sistem planet. Beberapa namanya, Alfa, Beta, Gamma, Delta, Epsilon. Trus satelit alamnya banyak buanget, lebih dari 11. hemmm gitu.<br />
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<b>8. NEPTUNUS, SI BIRU</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGEFlCNSXjJ9ABVZOhowREFrgBQ3pBW_bwroKze5r3E2TRpA2ZPEO7QZmWHM7wmwpYcqPJ51niDIqZMfOD15dDDUELUQr1o0Nr7K4Fv1cWwS-ikHR7tUbUXU1IsmhvosGa8FyWu4npxZk/s1600/images+(1).jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGEFlCNSXjJ9ABVZOhowREFrgBQ3pBW_bwroKze5r3E2TRpA2ZPEO7QZmWHM7wmwpYcqPJ51niDIqZMfOD15dDDUELUQr1o0Nr7K4Fv1cWwS-ikHR7tUbUXU1IsmhvosGa8FyWu4npxZk/s1600/images+(1).jpg" /></a><b> </b>Ini nih yang dibilang kembarannya Uranus, mirip-mirip gimanaa gitu. Dan tau juga gak sih, kalo Neptunus ini sebuah rongga kosong, maka dapat menampung 60 Bumi! <img alt="surprise" src="https://s.yimg.com/lq/i/mesg/emoticons7/13.gif" /><br />
Neptunus berwarna biru indah. Warna biru ini disebabkan atmosfer Neptunus mengandung gas metana. Gas metana menyerap warna merah dari Sinar Matahari dan memantulkannya sebagai warna biru. (<i>Mungkin karena itu juga ya, Neptunus di film SpongeBob biru.hhe</i>).<br />
Neptunus punya 13 satelit alam, dan yang terbesar adalah Triton.<br />
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<b>PLUTO, PLANET?</b><br />
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<b> </b>Pluto dalam bahasa Yunani berarti Hades, yaitu nama dewa dunia penjahat Yunani. Pemberian nama ini mungkin dikarenakan letaknya yang sangat jauh dari Matahari dan selalu dalam kegelapan.<br />
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Pluto masuk dalam galaksi Milky Way. Ukurannya paling kecil dibandingin planet-planet yang udah kita pelajari tadi. Ada yang unik ketika Pluto mengelilingi Matahari. Selama 20 tahun mengelilingi Matahari, orbit Pluto memotong orbit Neptunus. Keadaan ini menyebabkan Pluto jadi planet ke-delapan dan Neptunus terjauh.<br />
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<b>Benarkah Pluto itu planet?</b><br />
Menurut pengertian IAU (International Astromical Union) pada tanggal 24 Agustus 2006, sistem Tata Surya kita memiliki delapan planet. Pluto dikelompokkan sebagai plenet kecil, dan planet kecil tidak sama dengan palnet yang sesungguhnya.<br />
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Ahli astronomi membuat hipotesis adanya kelompok besar dari benda beku yang berada dalam Sabuk Kuiper. Sabuk Kuiper terdapat pada pinggiran sistem Tata Surya kita. Benda dalam Sabuk Kuiper pertama ditemukan pada awal tahun 1990. Para ilmuan mengaui bahwa Pluo-Kuiper. Dalam hal susunan dan orbitnya, Pluto berbeda dengan delapan planet yang lain, tetapi mempunyai kemiripan dengan benda-benda yang ada di Sabuk Kuiper. Sampai tahun 2003, Pluto masih merupakan benda terbesar dalam Sabuk Kuiper.<br />
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Untuk saat ini, kita hanya mengenal tiga kelas untuk benda-benda di Tata Surya, yakni planet, planet kerdil, dan benda-benda kecil lainnya. Plane Tata Surya yang sekarang terdiri dari delapan planet dan tidak memasukkan Pluto. Pluto termasuk plenet kerdil, sama dengan asteroid Ceres, Quoaoar, dan Sedna. Benda kecil lainnya adalah asteroid kecil, komet, dan meteoroid.<br />
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Jadi, sekarang Pluto itu bukan planet kawan. Pada zaman dahulu, waktu saya masih SD, belajarnya Pluto masih planet looh. Poor Pluto, udah kecih, jauh, sekarang gak dianggap.hiks. Gak apa-apa Plu, I still love you <img alt="kiss" src="https://s.yimg.com/lq/i/mesg/emoticons7/11.gif" /><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXam6JnXgMy9lr4SMql-E2Vnddh6d7IRj6I2iVKovGTfKxP1CSQw7LF97q3Wbl9_iyAFJvAVSHwEhDYiNlzbHmGZRl-EyZKqNTN3jPa_nsPUGR0w4SgGmkDsUgZO9ZV02qDp9FRpRKZ-Q/s1600/poor-pluto.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXam6JnXgMy9lr4SMql-E2Vnddh6d7IRj6I2iVKovGTfKxP1CSQw7LF97q3Wbl9_iyAFJvAVSHwEhDYiNlzbHmGZRl-EyZKqNTN3jPa_nsPUGR0w4SgGmkDsUgZO9ZV02qDp9FRpRKZ-Q/s1600/poor-pluto.jpg" height="225" width="400" /></a></div>
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Wuiiihh canggih banget teknologi zaman sekarang, yang lebih hebat pasti yang buatnya. Tapi yang Paling hebat diantara terhebat tentu Yang Menciptakan orangnya dooong<img alt="party" src="https://s.yimg.com/lq/i/mesg/emoticons7/36.gif" /><br />
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<b>~SEKIAN~</b></div>
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Wassalaamu'alaykum . . .</div>
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<i>Sumber </i>: Nugroho, Ardi. 2010. <i>Bumi dan Tata Surya 2</i>. Yogyakarta: CV. Empat Pilar Pendidikan</div>
nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com5tag:blogger.com,1999:blog-4641101275064031610.post-31559930509733124312014-07-17T21:59:00.000-07:002014-07-24T15:00:33.920-07:00Tokoh Besar Dunia<div dir="ltr" style="text-align: left;" trbidi="on">
Assalaamu'alaykum...<br />
Waahhh, sudah berabad-abad gak buka nih blog. Sekarang gue pengen nge<i>post</i> tentang tokoh besar dunia nih, kebetulan tadi pas jalan tiba-tiba aja buku-buku menakjubkan ini jatuh begitu aja, buku-buku serial pengetahuan, hadiah kalo beli susu <i>Frisian Flag </i>dulu.hhaha<br />
Ada yang tau? Itu tuh, kalo dikumpulkan 8 kuponnya dapet <i>box </i>buku yang dapat ditukarkan di supermarket terdekat<img alt="big grin" src="https://s.yimg.com/pu/emoticon/v2/4.gif" /><br />
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Semoga menambah pengetahuan kamu yaaaa...<img alt="winking" src="https://s.yimg.com/lq/i/mesg/emoticons7/3.gif" /><br />
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Dunia memiliki tokoh besar. Mereka adalah orang-orang yang mengerahkan segala kemampuannya untuk menghasilkan berbagai karya yang bermanfaat bagi umat manusia.<br />
#kata pengantar di bukunya.<br />
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<b>1. VASCO DA GAMA</b><br />
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<a href="http://www.bbc.co.uk/history/historic_figures/images/gama_vasco_da.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.bbc.co.uk/history/historic_figures/images/gama_vasco_da.jpg" height="320" width="235" /></a> Vasco da Gamma lahir di Sines, Portugal sekitar tahun 1460. Ia adalah anak ke tiga dari pasangan Eztavao Gama dan Izabel Sodre. Vasco dan orang tuanya tinggal dekat lautan. Dari para pelaut yang tinggal di dekatnya, ia banyak mendengar kisah mengenai negeri yang jauh. Inilah yang membuat Vasco tertarik untuk berlayar. Saat dewasa Vasco terkenal sebagai orang cerdas dan banyak mengetahui berbagai hal mengenai kelautan. Itu sebabnya raja menugaskannya memimpin pelayaran ke berbagai penjuru dunia.<br />
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<b>Perlawanan dan Konflik</b><br />
Vasco da Gama tiba pertama kali di India pada tahun 1498. Di sana ia mencoba melakukan hubungan dagang. Mulanya ia disambut dengan baik. Tetapi kemudian ia mendapat perlawanan dari 0rang-orang India sehingga ia dan kapal-kapalnya harus kembali ke Portugis. Pada tahun 1502 Vasco da Gama kembali ke India. Vasco da Gama wafat pada tanggal 24 Desember 1542 karena sakit.<br />
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Ini rute yang dilalui Vasco selam pelayaran. Nah, yang pulau di sebelah Mozambique itu Madagaskar ya. Hayooo, jangan sampe gak tau. Jangan-jangan cuma pernah nonton filmya doang<img alt="happy" src="https://s.yimg.com/lq/i/mesg/emoticons7/1.gif" /><br />
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<b>Diserang Penyakit</b><br />
Selama berlayar Vasco da Gama dan krunya banyak mengalami rintangan. Salah satunya dari pelaut-pelaut yang merampas kapal-kapal di bawah komandonya. Selain itu berbagai penyakit sering juga menyerang awak kapal hingga meninggal.<br />
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<a href="http://www.south-africa-tours-and-travel.com/images/vasco-da-gama-ship-historycapeofgoodhope.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://www.south-africa-tours-and-travel.com/images/vasco-da-gama-ship-historycapeofgoodhope.jpg" height="200" width="184" /></a></div>
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Ini kapalnya Vasco dalam pelayaran</div>
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><i>FAKTA </i></b><img alt="cowboy" src="https://s.yimg.com/lq/i/mesg/emoticons7/48.gif" style="text-align: left;" /> <b><i>MENARIK</i></b></div>
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<i>Vasco da Gama sempat dimakamkan di India.</i></div>
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<i>Tetapi pada tahun 1539 makamnya dipindahkan ke Portugis.</i></div>
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<b>2. JAMES COOK</b></div>
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR8xkAhc6tt700DJazdSgX6yxWm5Xuzvy6j-oXLKacFvDb6KMMr" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR8xkAhc6tt700DJazdSgX6yxWm5Xuzvy6j-oXLKacFvDb6KMMr" /></a> James Cook lahir di Marton-in-Cleveland, Yorkshire Inggris pada tanggal 27Oktober 1728. Ayahnya adalah seorang buruh tani. Pada tahun 1755 ia bergabung dengan angkatan laut. Sejak itulah pengalamannya dalam pelayaran semakin banyak. James Cook terkenal dengan pelayarannya ke daerh Pasifik dengan kapal <i>Endeavour</i>. Dengan pelayaran ini ia tiba di Selandia Baru. Di sana ia disambut oleh penduduk asli dan meneruskan perjalanan ke Australia.</div>
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<b>Konflik dengan Penduduk Setempat</b></div>
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Pada 25 Juni 1776, Cook berlayar dengan kapal <i>Resolution </i>dan <i>Discovery </i> dan menemukan pulau Sandwich atau Hawaii. Setelah itu ia meneruskan pelayaran ke Amerika. Namun, ketika kembali ke pulau Sandwich, Cook menghadapi konflik dengan suku asli di sana. Dalam sebuah penyerangan Kapten Cook terbunuh.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMnmAyU-3CADQPme_uNp-dvwd_Jjoks8y_98AYqgeHlXF20aYrHfwuEma4bmfo5w4NnhkL2lv1uXC6beVlJO1LAhhaGUVrgBom6TyH0uNf1XyAM67AUkP1AVTj4UDqfdW2hHo32ktNcig/s1600/James+cook+sa+mort+%25C3%25A0+Hawai.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMnmAyU-3CADQPme_uNp-dvwd_Jjoks8y_98AYqgeHlXF20aYrHfwuEma4bmfo5w4NnhkL2lv1uXC6beVlJO1LAhhaGUVrgBom6TyH0uNf1XyAM67AUkP1AVTj4UDqfdW2hHo32ktNcig/s640/James+cook+sa+mort+%25C3%25A0+Hawai.jpg" height="416" width="640" /></a></div>
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Ginilah kira-kira ilustrasi Kapten Cook mendapat perlawanan dari suku pribumi di Hawaii</div>
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Waah, jauh bener dai Inggris Ke Selandia Baru. Well, itu sebenernya banyak benget tuh pulau-pulau di Samudera Pasifik, coba cek deh atlas atau peta kamu</div>
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<b>Menabrak Terumbu Karang</b></div>
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Ketika berlayar ke Australia, kapal Cook sempat menabrak <i>Great Barrier Reef</i>. <i>Great Barrier Reef </i>adalah kumpulan terumbu karang yang berada di sepanjang pantai bara Australia. Kumpulan batu ini terbentang sepanjang 2.000 km.</div>
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<b>3. SAMUEL FINLEY MORSE</b></div>
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<b> </b>Nah, buat tokoh yang satu ini, kalo kamu pramuka pasti belajar deh yang namanya sandi Morse, malah mungkin wajib hapal nih sandi. Terus dari sandi Morse, jadi sandi rumput. Masih inget waktu SD dulu?<img alt="winking" src="https://s.yimg.com/lq/i/mesg/emoticons7/3.gif" /> </div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRoLetXoQPrg-wrDS5E25KrDTYPJZDOaQrdyVvsTuAs8r14XrMepg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRoLetXoQPrg-wrDS5E25KrDTYPJZDOaQrdyVvsTuAs8r14XrMepg" width="261" /></a> Samuel Morse lahir Charlestown, Massachuetts, Amerika Serikat pada tahun 1971. Ayahnya bernama Jedidah Morse yang merupakan ahli geografi. Semasa muda Morse tidak pernah tertarik belajar teknik. Ia lebih tertarik untuk belajar seni lukis. Malah di tahun 1832 mengajar seni di New York University. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipqm61Y4_Ce8YiNgnXvd1wkCVhRugbrLo4q8ZffbQqFT5G3jSmIgBu7bBpV0XyoFMed3DqrTmEa250wUUdOOxXbP7Zv0utB3L7do-aUGG4yKzjxkwRMVtnbWkCF_H-rD5HbnIxeVxxoCg6/s1600/navy-morse-code-chart.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipqm61Y4_Ce8YiNgnXvd1wkCVhRugbrLo4q8ZffbQqFT5G3jSmIgBu7bBpV0XyoFMed3DqrTmEa250wUUdOOxXbP7Zv0utB3L7do-aUGG4yKzjxkwRMVtnbWkCF_H-rD5HbnIxeVxxoCg6/s200/navy-morse-code-chart.jpg" height="188" style="text-align: left;" width="200" /></a> Pada tahun 1835 ia mulai membuat telegrap. Penemuannya ini menjadi sangat terkenal. Ia pun mematentkan penemuannya tersebut. Sejak saat itu kehidupannya berangsur-angsur membaik. Bahkan ia juga tidak lupa membantu orang-orang miskin dan papa.</div>
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<b>Bantuan Teman-Teman</b></div>
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Mulanya Morse membuat mesin telegrap yang sederhana. Karena sederhananya, sinyal yang dikirimkan melalui kawat sangat lemah. Namun Morse mendapat bantuan dari teman-teman baikna, salah satunya Profesor Leonard Gale yang menyarankan untuk menambah voltase dengan cara menambah lilitan pada elktromagnet (jadi inget fisika ~__~'). Ia juga mendapat bantuan dari Alfred Vail yang membantu membuat konstruksi telegrap yang lebih baik.</div>
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<a href="http://www.wrvmuseum.org/morsecode/images/samuel_morse_telegraph.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.wrvmuseum.org/morsecode/images/samuel_morse_telegraph.jpg" height="229" width="320" /></a></div>
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<b>Telegrap Sederhana</b></div>
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Telegrap pertama Morse dibuat dari bahan yang sangat sederhana, seperti bingkai lukisan tua, baterai buatan sendiri, dan sebuah jarum tua. Ini dilakukan karena kala itu Morse sempat menjalani hidup yang kekurangan.</div>
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<b>4. THOMAS ALVA EDISON</b></div>
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Siapa yang gak kenal tokoh satu ini, dari SD aja nama udah sering ada di buku-buku.</div>
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Thomas Alva Edison adalah penemu besar. Banyak sekali temuannya yang bermanfaat bagi manusia. Ia lahir di Milan, Ohio Amerika Serikat pada 11 Februari 1847.</div>
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Sejak kecil ia tergolong anak yang memiliki rasa ingin tahu yang besar. Ini tampak dari keinginannya untuk banyak membaca buku. Salah satu kegemarannya Edison adalah melakukan eksperimen. Kegemaran itulah yang membuat Edison banyak menghasilkan penemuan. Salah satu penemuan yang terkenal adalah bohlam lampu. Pada 18 Oktober 1931 Edison meninggal di New Jersey, Amerika Serikat.</div>
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<img src="http://www.sciencemuseum.org.uk/images/object_images/535x535/10276213.jpg" height="200" width="140" /> <a href="http://dafilmschool.in/wp-content/uploads/2013/07/Kinetoscope.jpg" imageanchor="1"><img border="0" src="http://dafilmschool.in/wp-content/uploads/2013/07/Kinetoscope.jpg" height="200" style="text-align: center;" width="150" /></a></div>
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Bohlam temuan Tommy Kinetoscope, alat pemutar film buatan Edison</div>
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<b>Berjualan di Atas Kereta</b></div>
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Sejak kecil Edison sudah bisa mencari uang sendiri. Ia bekerja sebagai penjual permen di atas kereta api yang dikelola perusahaan Grand Trunk. Setiap pagi Edison harus berkuda ke stasiun. Ia baru kembali ke rumahnya pada pukul 11 malam.</div>
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Tidak hanya itu, lama-kelamaan ia uga menjual surat kabar <i>Herlad Weekly</i>.</div>
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<b><i>FAKTA </i></b><img alt="cowboy" src="https://s.yimg.com/lq/i/mesg/emoticons7/48.gif" /> <b><i>MENARIK</i></b></div>
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<i>Semasa hidupnya Edison telah menemukan 3.000 penemuan </i></div>
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<i>dan memegang 1.093 paten atas namanya</i></div>
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Oh iya, kalau ngga salah, dulu pernah baca kalo Tommy ini waktu SD pernah disuruh pulang sama gurunya sambil bawa surat dari tuh guru untuk ibunya. Yang isinya ternyata, kurang lebih sih "Anak ibu ini bodoh, lebih baik jangan disekolahkan" (lupa inget2, more less lah kayak gitu). Sontaklah ibunya Tommy marah, dan bertekad akan mengajarkan Tommy sampai pinter, mulai dari baca dll. Salut sama perjuangan ibu, Mom you're the best<img alt="crying" src="https://s.yimg.com/lq/i/mesg/emoticons7/20.gif" style="text-align: center;" /></div>
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<b>5. LOUIS PASTEUR</b></div>
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<a href="http://cp91279.biography.com/Bio_Mini-Bios_Louis-Pasteur_SF_HD_768x432-16x9.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://cp91279.biography.com/Bio_Mini-Bios_Louis-Pasteur_SF_HD_768x432-16x9.jpg" height="180" style="text-align: center;" width="320" /></a> Pasteur lahir di Perancis pada 27 Desember 1822. Ayahnya adalah seorang veteran tentara Napoleon yang membuka usaha penyamakan kulit. Semasa kecil Pasteur meminati lukisan. Malah ia gemar melukis teman-temannya dengan pastel. </div>
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Pada tahun 1843 Pasteur masuk Ecole Normale untuk belajar menjadi guru fisika pada usia 25 tahun. Pasteur berhasil meraih gelar doktor. Pasteur wafat pada tanggal 28 September 1895 dalam usia 73 tahun Meskipun telah tiada, namun penemuannya, pasteurisasi, sangat bermanfaat bagi kita hingga saat ini.</div>
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<b>Apakah Pasteurisasi itu?</b></div>
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Pasteurisasi adalah proses mengawetkan makanan dan minuman dengan jalan memanaskannya hanya sampai 62,8C selama 30 menit. Dengan cara ini mikroba-mikroba yang merusak makanan akan mati.</div>
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Beginlah pasteurisasi yang dilakukan di pabrik susu</div>
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<b>Menemukan Vaksin Anti Rabies</b></div>
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Pasteur juga menemukan vaksin anti rabies. Penemuan ini menyelamatkan seorang anak berumur sembilan tahun bernama Joseph Meister. Pada saat itu Joseph digigit oleh anjing gila (hampir mau nulis Suarez<img alt="laughing" src="https://s.yimg.com/lq/i/mesg/emoticons7/21.gif" />) di desanya. Setelah disuntik dengan vaksin anti rabies, anak itu berangsur-angsur sembuh.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFCayjkUBScHGVEKleqtzsHkY8eFoLTHSl7QwS5RYm8Fqxwjj9aWlgFOCGpN_n86zX6K5L3NtxBtv8BKAAnpsszsDhqKaF3fqFJgatOg6CvzYudeQHb97hyphenhyphenJgYUym4U9FUFb4tTBbAij4/s1600/Louis-Pasteur-gives-Joseph-Meister-the-rabies-vaccine.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFCayjkUBScHGVEKleqtzsHkY8eFoLTHSl7QwS5RYm8Fqxwjj9aWlgFOCGpN_n86zX6K5L3NtxBtv8BKAAnpsszsDhqKaF3fqFJgatOg6CvzYudeQHb97hyphenhyphenJgYUym4U9FUFb4tTBbAij4/s1600/Louis-Pasteur-gives-Joseph-Meister-the-rabies-vaccine.jpg" /></a></div>
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<b><i>FAKTA </i></b><img alt="cowboy" src="https://s.yimg.com/lq/i/mesg/emoticons7/48.gif" style="text-align: left;" /><b><i> MENARIK</i></b></div>
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<i>Vaksin anti rabies Pasteur diambil dari tulang belakang seekor kelinci yang terkena rabies. Kenyataan ini menjadikan percobaan terhadap binatang di dunia kedokteran untuk diterapkan pada manusia semakin poluler</i></div>
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<b>6. JOHANN GUTENBERG</b></div>
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Johann Gutenberg adalah salah satu penemu yang mengubah wajah dunia. Ia adalah penemu mesin cetak. Dengan penemuannya itu perkembangan dan penyebaran ilmu pengetahuan bisa berlangsung lebih cepat. </div>
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Gutenberg lahir di Mainz, Jerman Barat pada sekitar tahun 1397. Ia adalah anak bangsawan yang berada. Ia memulai berbagai eksperimen percetakan antara tahun 1430-1440. Baru sekitar tahun 1450-an Gutenberg berhasil menciptakan mesin cetak.</div>
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<img src="http://content.answcdn.com/main/content/img/webpics/Johannes_Gutenberg.jpg" /><img src="http://www.libraries.rutgers.edu/rul/libs/scua/depol_images/jdp9.jpg" height="200" width="175" /></div>
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<b>Kini, Lebih Cepat dan Akurat</b></div>
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Dewasa ini teknologi mesin cetk sudah jauh lebih hebat. Dalam waktu beberapa jam misalnya, mesin cetak bisa menghasilkan surat kabar ribuan eksemplar. Dengan bantuan komputer proses cetak menjadi lebih akurat. Bukan hanya huruf, tetapi gambar pun bisa dicetak dengan lebih baik.</div>
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<b>Alkitab 42 Baris</b></div>
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<a href="http://upload.wikimedia.org/wikipedia/commons/thumb/b/b6/Gutenberg_Bible,_Lenox_Copy,_New_York_Public_Library,_2009._Pic_01.jpg/350px-Gutenberg_Bible,_Lenox_Copy,_New_York_Public_Library,_2009._Pic_01.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://upload.wikimedia.org/wikipedia/commons/thumb/b/b6/Gutenberg_Bible,_Lenox_Copy,_New_York_Public_Library,_2009._Pic_01.jpg/350px-Gutenberg_Bible,_Lenox_Copy,_New_York_Public_Library,_2009._Pic_01.jpg" /></a></div>
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Buku yang dihasilkan oleh mesin cetak Gutenberg untuk pertama kalinya adalah Alkitab. Alkitab ini memiliki 1.282 halaman. Uniknya setiap halaman terdiri dari 42 baris dengan dua kolom. Sebagian dari Alkitab terebut masih tersimpan di sejumlah museum, salah satunya museum Gutenberg di Mainz.</div>
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<b>7. LEONARDO DA VINCI</b></div>
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<a 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" 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" width="320" /></a><b> </b><b> </b>Leonardo da Vinci adalah senima serba bisa. Ia tidak hanya terkenal sebagai pelukis, tetapi juga sebagai arsitek dan penemu. Leonardo lahir di kota Vini, Italia, pada tahun 1452. Lalu pada tahun 1460-an ia tinggal di Florence bersama orang tuanya. Di kota inilah ia belajar melukis pada Andrea del Verrochio.</div>
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Pada tahun-tahun berikutnya Leonardo tertarik juga pada bidang-bidang arsitektur dan sains. Itu sebabnya ia sering membuat rancangan jembatan dan peralatan militer. Bahkan Leonardo termasuk orang yang mempelajari tubuh manusia. Pada tahun 1516 ia kembali ke Perancis dan wafat pada 2 Mei 1519.</div>
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Beberapa sketa yang dibuat Leonardo</div>
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<b>Menjadi Inspirasi</b></div>
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Sebagai pelukis, Leonardo membuat sejumlah karya lukis yang terkenal seperti <i>Mona Lisa, Last Supper, Virgin of The Rocks.</i></div>
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Selain itu sjumlah sketsa pun dibuatnya, misalnya saja sketsa mesin terbang. Gagasan Leonardo tersebut telah terwujud menjadi helikopter.</div>
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" 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" 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<b>Mona Lisa, Si Misterius</b></div>
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Salah satu lukisan Leonardo yang terkenal adalah <i>Mona Lisa</i>, yang dibuat mulai tahun 1503 hingga 1506. Lukisan ini telah berabad-abad mengundang perhatian banyak seniman. Mereka memperdebatkan sosok wanita dalam lukisan itu.</div>
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Satu lagi nih, penemunya gunting itu Leonardo juga looh. Wah wah, keren banget bapak Leo ini, banyak banget kebisaannya.<img alt="thumbs up" src="https://s.yimg.com/lq/i/mesg/emoticons7/113.gif" /></div>
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<b>8. WILLIAM SHAKESPEARE</b></div>
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William Shakespeare lahir di Stratford, Inggris pada 22 atau 23 April 1564. Ayahnya bernama John Shakespeare dan ibunya Mary Arden. Pada tahun 1571 Shakeseare masuk <i>Stratford Grammar School</i>. Di sekolah ini ia belajar bahasa Latin dan mengenal karya-karya sastra Latin.</div>
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Pada November 1582 Shakespeare menikahi Anne HAthaway. Dari pernikahannya ini ia dikaruniai tiga orang anak. Pada masa itu ia sudah mulai mencoba menulis drama. Baru pada tahun 1592 Shakespeare tercatat mulai main di panggung dan dikenal luas.</div>
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<b>Karya-Karya Shakespeare yang Terkenal Antara Lain:</b></div>
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<b>Tragedi Komedi Sejarah Puisi</b></div>
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<i>Hamlet Comedy of Errors King Henry V A Lover's Complaint</i></div>
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<i>Macbeth Merchant of Venice King John Sonnets 121-154</i></div>
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<i>Othello Merry Wives of Windsor Richard II The Phoenix and The Turtle</i></div>
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<i>Romeo and Juliet Two Gentleman of Verona The Rape of Lucrece</i></div>
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<b>Bermain di Chamberlain's Men</b></div>
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Shakespeare bergabung dengan kelompok drama<i> Chamberlain's Men</i>. Di sini ia tidak hanya sebagai pemain, tetapi juga pengelolanya.</div>
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<b>Mulai Main di Kerajaan</b></div>
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Ketika Rtu Elizabeth wafat, Raja James VI dari Skotlandia menggantikan kedudukannya. Pada saat itulah <i>Chamberlain's Maen </i>mulai bermain di kerajaan. Malah kemuadian kelompok ini dikenal sebagai <i>The King's Men</i>.</div>
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Yaaaahhh, sekian. Capai banget gue ngetiknya.</div>
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Semoga bermanfaat bagi kita semua yaaa<img alt="wave" src="https://s.yimg.com/lq/i/mesg/emoticons7/103.gif" style="text-align: left;" /></div>
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Wassalam...</div>
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<i>Sumber</i>: Ensiklopediaku Serial Pengetahuan Anak</div>
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nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com4tag:blogger.com,1999:blog-4641101275064031610.post-23915302474487668642014-01-10T06:42:00.004-08:002018-04-21T21:15:23.789-07:005 Komposer Paling Hebat<div dir="ltr" style="text-align: left;" trbidi="on">
Okkey, hari ini kita akan mengenal sekilas komposer dunia yang dikenang sepanjang masa dengan karya-karya mereka juga terkenal looohh...<br />
Here we goooo....<br />
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<b>1. Franz Schubert (1797 - 1828)</b><br />
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<b> </b>Franz Schubert (31 Januari 1797 - 19 November 1828) adalah komponis Austria. Lagu pertamanya dibuat saat dia berumur 17 tahun. Sebelum usia 20 tahun, ia telah menulis enam simfoni. Dua di antaranya yang sangat terkenal adalah <i>Symphony No. 8 in B Minor </i>yang dikenal dengan judul <i>Unfinished Symphony </i>dan <i>Symphony No. 9 in C Minor </i>dikenal dengan <i>Great Symphony </i>karena panjangnya. Dia telah menulis sekitar 100 lagu. Di antara semua karya-karya yang sampai sekaran masih dianggap sebagai yang terbaik adalah <i>Ave Maria, The Trout, </i>dan <i>Serenade</i>.<br />
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Franz Schubert meninggal pada usia 31 tahun, tapi ia telah menghasilkan hampir 1.000 karya musik.<br />
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<b>2. Richard Wagner (1813 - 1883)</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGtzN-zFAs1Du33X3v6JYwrXJaZw6FN_Ej0EMdRNuvYwuA7z9SYJPVpAFzVspGX53VGdbKeB_cByeuB1CgY9XsG2OpWPejZZWW0VWbks-VFuwVhs4YiT9JYAhy9PYYewHXYBRPWEW9Xw4/s1600/download+(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGtzN-zFAs1Du33X3v6JYwrXJaZw6FN_Ej0EMdRNuvYwuA7z9SYJPVpAFzVspGX53VGdbKeB_cByeuB1CgY9XsG2OpWPejZZWW0VWbks-VFuwVhs4YiT9JYAhy9PYYewHXYBRPWEW9Xw4/s1600/download+(1).jpg" width="165" /></a></div>
<b> </b><br />
Wilhelm Richard Wagner (22 Mei 1813 - 13 Februari 1883) adalah seorang komponis berpengaruh asal<i>w </i>dari <i>Die Walkure </i>dan <i>Bridal Chorus </i>dari <i>Lohengrin. </i>Wagner juga merupakan tokoh yang sangat kontroversial karena dukungannya terhadap ide-ide anti-Semitisme.<br />
Jerman yang dikenal karena karya musiknya dalam opera. Musiknya masih sering dimainkan. Karyanya yang terkenal adalah <br />
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<b>3. Ludwig van Beethoven (1770 - 1827)</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_tm16l6IKSClREEIj_DZiLDs0mulY6O9xqBgVCKJzuvR9jQ5Y9DhR6ZaPFkdT0UhWXx0Ks2yw-a5mmyAHt9535_veZTnU2E-Y6YKGmBxHCO14B0gstjgz-SDKyv6yU5n7KK48D5rnRug/s1600/download+(2).jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_tm16l6IKSClREEIj_DZiLDs0mulY6O9xqBgVCKJzuvR9jQ5Y9DhR6ZaPFkdT0UhWXx0Ks2yw-a5mmyAHt9535_veZTnU2E-Y6YKGmBxHCO14B0gstjgz-SDKyv6yU5n7KK48D5rnRug/s1600/download+(2).jpg" width="175" /></a><b> </b>Ludwig van Beethoven (dibaptis 17 Desember 1770 di Bonn, dan wafat 26 Maret 1827 di Wina) adalah <i>Fur Eise </i>dan <i>Symphony No. 9.</i><br />
seorang komponis musik klasik dari Jerman. Selama masa mudanya, ia adalah seorang pianis berbakat dan populer di kalangan orang-orang penting dan kaya di Wina, Austria. Namun, 1801 ia mulai menjadi tuli. Meskipun ia tidak lagi bisa bemain dalam konser, ia terus menciptakan musik. Karyanya yang terkenal adalah <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5SGmlhUnpFt0AZZdhleuPY0o1GpfytH2voYDoZVUgMbLbSfcPOxB_WiMrrfG40ZzpAH2CbNrLxU5Ef37xiK_3zSh-xRxK97RxQcFPwyMxNd2Q_8yHvG_1H0hRROY7s2yAXcpjQdpnEWA/s1600/download+(3).jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5SGmlhUnpFt0AZZdhleuPY0o1GpfytH2voYDoZVUgMbLbSfcPOxB_WiMrrfG40ZzpAH2CbNrLxU5Ef37xiK_3zSh-xRxK97RxQcFPwyMxNd2Q_8yHvG_1H0hRROY7s2yAXcpjQdpnEWA/s1600/download+(3).jpg" width="186" /></a><b>4. Wolfgang Amadeus Mozart (1756 - 1791)</b><br />
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Wolfgang Amadeus Mozart lahir di Salzburg, 27 Januari 1756 dan meninggal di Wina, Austria, 5 <i>Don Giovanni </i>dan <i>Die Zauberflote</i>. Banyak dari karya Mozart dianggap sebagai repertoar standar konser klasik.<br />
Desember 1791 pada usia 35 tahun. Ia dianggap sebagai salah satu komponis musik paling penting dan paling terkenal dalam sejarah. Karya-karyanya yang berjumlah sekitar 700 lagu diakui secara luas sebagai puncak karya simfoni dan musik opera. Contoh karyanya adalah opera <br />
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<b>5. Johann Sebastian Bach (1685 - 1750)</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNpei_s_Sz1L0G22XZXylWAHtdKouBpWTQrG1WT5ideFPvXQvUJ2ADdSQogKNgW2IUCCtKNuVJk-hs0fueIoA5JfZdJlXXiPA9aveGKDQpbEKKjV9-TGAobjiqwl20zKzKZiHwxhs6-TU/s1600/download+(4).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNpei_s_Sz1L0G22XZXylWAHtdKouBpWTQrG1WT5ideFPvXQvUJ2ADdSQogKNgW2IUCCtKNuVJk-hs0fueIoA5JfZdJlXXiPA9aveGKDQpbEKKjV9-TGAobjiqwl20zKzKZiHwxhs6-TU/s1600/download+(4).jpg" width="162" /></a></div>
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Johann Sebastian Bach lahir di Eisenach, Jerman, 21 Maret 1685 dan meninggal 28 Juli 1750 pada usia 65 tahun. Dia menggubah musik untuk alat musik seperti organ, piano, dan clavicord, dan juga untuk orkestra. Karyanya yang paling terkenal adalah <i>Brandenburg Concerto. </i><br />
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<i>Sumber </i>: 242 Fakta Paling di Dunia</div>
nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com1tag:blogger.com,1999:blog-4641101275064031610.post-74880260617596653582013-10-01T23:03:00.000-07:002013-10-01T23:09:06.885-07:00Konversi Bilangan<div dir="ltr" style="text-align: left;" trbidi="on">
Okeh, setelah sekian lama... Saya akan mengepost konversi bilangan dari desimal ke biner dan seterusnya. Pelajaran ini saya dapatkan ketika mengambil mata kuliah Matematika Diskrit di semesterrr....ini<img alt="tersenyum lebar" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/4.gif" /><br />
Here we come...<br />
Semoga membantu<img alt="senang" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/1.gif" /><br />
<br />
Sebelumnya harus kita ketahui dulu beberapa hal berikut ini:<br />
1. Biner, terdiri dari 2 angka, yaitu 0 dan 1.<br />
2. Oktal, ada 8 angkay, yaitu 0, 1, 2, 3, 4, 5, 6, dan 7.<br />
3. Desimal, ada 10 angka, ialah 0, 1, 2, 3, 4, 5, 6, 7, 8, dan 9.<br />
<div style="text-align: left;">
4. Heksadesimal ada 17, yaitu 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, dan E. Dimana A adalah pengganti 10, dan seterusnya.<br />
<br />
<div style="text-align: left;">
Ketahui juga nilai-nilai dari bilangan basis 2,<br />
<div style="text-align: center;">
<a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{0}" title="2^{0}" /></a> <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{1}" title="2^{1}" /></a> <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{2}" title="2^{2}" /></a> <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{3}" title="2^{3}" /></a> dst</div>
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1 2 4 8 dst</div>
<div style="text-align: center;">
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<a name='more'></a><br />
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1. Konversi bilangan dari <b>desimal ke biner (10 -> 2)</b><br />
<div style="text-align: left;">
Contoh: 65<span style="font-size: xx-small;">10</span> = . . . .<span style="font-size: xx-small;">2</span></div>
<div style="text-align: left;">
Maka bilangan 65 ini akan terus kita bagi 2 sampai hasil baginya 0. </div>
<div style="text-align: left;">
1 0 0 0 0 0 1</div>
<div style="text-align: left;">
65 : 2 = 32 : 2 = 16 : 2 = 8 : 2 = 4 : 2 = 2 : 2 = 1 : 2 = 0</div>
<div style="text-align: left;">
Angka di atas tanda bagi merupakan sisa dari pembagian.</div>
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Tulis hasilnya dari belakang, yaitu 1000001</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Kalo pake Excel bisa ditulis pada <i>cell-</i>nya "=dec2bin(65)"</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
2. Konversi bilangan dari <b>desimal ke oktal (10 -> 8)</b></div>
<div>
Contoh: 65<span style="font-size: xx-small;">10</span> = . . . .<span style="font-size: xx-small;">8</span></div>
<div>
Maka bilangan 65 ini akan terus kita bagi 8 sampai hasil baginya 0. </div>
<div>
1 0 1 </div>
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65 : 8 = 8 : 8 = 1 : 8 = 0<br />
Tulis hasilnya dari belakang, yaitu 101<br />
Kalo pake Excel bisa ditulis pada <i>cell-</i>nya "=dec2oct(65)".</div>
<div>
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<div>
67<span style="font-size: xx-small;">10</span> = . . . .<span style="font-size: xx-small;">8</span></div>
<div>
3 0 1 </div>
<div>
67 : 8 = 8 : 8 = 1 : 8 = 0</div>
<div>
Jadi, hasilnya adalah 103<br />
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3. Konversi bilangan dari <b>desimal ke heksadesimal (10 -> 16)</b><br />
<div>
Contoh: 46<span style="font-size: xx-small;">10</span> = . . . .<span style="font-size: xx-small;">16</span></div>
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Maka bilangan 46 ini akan terus kita bagi 16 sampai hasil baginya 0. </div>
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14 (E) 2 </div>
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46 : 16 = 2 : 16 = 0</div>
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Tulis hasilnya dari belakang, jadi 2E<br />
Kalo pake Excel bisa ditulis pada <i>cell-</i>nya "=dec2hex(46)".<br />
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4. Konversi bilangan dari <b>biner ke desimal (2 -> 10)</b><br />
<div>
Contoh: 100101<span style="font-size: xx-small;">2</span> = . . . .<span style="font-size: xx-small;">10</span></div>
<div>
(1 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{5}" title="2^{5}" /></a>) + (0 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{4}" title="2^{4}" /></a>) + (0 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{3}" title="2^{3}" /></a>) + (1 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{2}" title="2^{2}" /></a>) + (0 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{1}" title="2^{1}" /></a>) + (1 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{0}" title="2^{0}" /></a>) = 37<br />
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Atau cara lebih mudahnya kita pakai nilai-nilai <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{n}" title="2^{n}" /></a>,<br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" style="text-align: left;" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{n}" title="2^{n}" /></a> => 32 16 8 4 2 1</div>
<div style="text-align: center;">
bin => 1 0 0 1 0 1</div>
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Jumlahkan tiap2 angka di atas angka 1 pada biner, maka didapatkan 32 + 4 + 1 = 37<br />
Setiap nilai 0 pada biner bernilai 0 pada angka di atasnya, sedangkan nilai 1 bernilai angka di atasnya.<br />
Rumus dengan Excelnya adalah "bin2dec(100101)".<br />
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5. Konversi bilangan dari <b>biner ke oktal (2 -> 8)</b><br />
<div>
Contoh: 101110<span style="font-size: xx-small;">2</span> = . . . .<span style="font-size: xx-small;">8</span></div>
<div>
Pertama, kita bagi bilangan biner menjadi tiga bagian dari belakang, yaitu:<br />
110 dan 101.<br />
Kedua, lakukan hal yang sama seperti konversi dari biner ke desimal.<br />
<br />
101 = (1 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{2}" title="2^{2}" /></a>) + (0 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{1}" title="2^{1}" /></a>) + (1 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{0}" title="2^{0}" /></a>) = 5<br />
110 = (1 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{2}" title="2^{2}" /></a>) + (1 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{1}" title="2^{1}" /></a>) + (0 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{0}" title="2^{0}" /></a>) = 6<br />
Jadi, hasilnya adalah 56.<br />
Rumus Excelnya "bin2oct(101110)".<br />
<br />
6. Konversi bilangan dari <b>biner ke heksadesimal (2 -> 16)</b><br />
Contoh: 101110<span style="font-size: xx-small;">2</span> = . . . .<span style="font-size: xx-small;">16</span><br />
<div>
Pertama, kita bagi bilangan biner menjadi empat bagian dari belakang, yaitu:<br />
1110 dan 10.<br />
Kedua, lakukan hal yang sama seperti konversi dari biner ke desimal.<br />
<br />
10 = (1 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{1}" title="2^{1}" /></a>) + (1 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{0}" title="2^{0}" /></a>) = 2<br />
1110 = (1 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{3}" title="2^{3}" /></a>) + (1 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{2}" title="2^{2}" /></a>) + (1 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{1}" title="2^{1}" /></a>) + (0 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;2^{0}" title="2^{0}" /></a>) = 14 (E)<br />
Jadi, hasilnya adalah 2E.<br />
Rumus Excelnya "bin2hex(101110)".</div>
<div>
<br /></div>
7. Konversi bilangan dari <b>oktal ke biner (8 -> 2)</b><br />
Contoh: 213<span style="font-size: xx-small;">8</span> = . . . .<span style="font-size: xx-small;">2</span><br />
<div>
Pertama, pisah tiap-tiap angka, yaitu 2, 1, dan 3.<br />
Kedua, lakukan hal yang sama seperti konversi dari basis 10 ke biner.<br />
<br />
0 1 <br />
<div>
2 : 2 = 1 : 2 = 0 -----> 10<br />
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1<br />
1 : 2 = 0 -----> 001 (oktal terdiri dari 3 bagian, jadi tambahkan dua 0 di depan 1)</div>
<div>
</div>
<br />
1 1 <br />
3 : 2 = 1 : 2 = 0 -----> 011<br />
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Jadi, hasilnya adalah 10 001 011.<br />
Rumus Excelnya "oct2bin(213)".<br />
<br />
8. Konversi bilangan dari <b>oktal ke desimal (8 -> 10)</b></div>
<div>
Contoh: 213<span style="font-size: xx-small;">8</span> = . . . .<span style="font-size: xx-small;">10</span><br />
<div>
Anda dapat mengubahnya ke biner dulu, lalu ke desimal. Atau bisa juga,<br />
(2 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;8^{2}" title="8^{2}" /></a>) + (1 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;8^{1}" title="8^{1}" /></a>) + (3 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;8^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;8^{0}" title="8^{0}" /></a>) = 139<br />
<br />
Jadi, hasilnya adalah 10 001 011.<br />
Rumus Excelnya "oct2dec(213)".<br />
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9. Konversi bilangan dari <b>oktal ke heksadesimal (8 -> 16)</b><br />
Contoh: 213<span style="font-size: xx-small;">8</span> = . . . .<span style="font-size: xx-small;">16</span><br />
<div>
Anda dapat mengubahnya ke biner dulu, lanjutkan dengan konversi dari biner ke heksadesimal.<br />
Hasilnya adalah 8B.<br />
Rumus Excelnya "oct2hex(213)".</div>
</div>
</div>
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10. Konversi bilangan dari <b>heksadesimal ke biner (16 -> 2)</b><br />
<div>
Contoh: F5<span style="font-size: xx-small;">16</span> = . . . .<span style="font-size: xx-small;">2</span><br />
<div>
Pisahkan tiap-tiap angka menjadi bilangan desimal, yaitu F dan 5.<br />
Konversikan masing-masing angka ke biner (dengan cara konversi desimal ke biner).<br />
Hasilnya adalah 11110101.<br />
<br />
11. Konversi bilangan dari <b>heksadesimal ke desimal (16 -> 10)</b><br />
<div>
Contoh: F5<span style="font-size: xx-small;">16</span> = . . . .<span style="font-size: xx-small;">10</span><br />
<div>
(15 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;2^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;16^{1}" title="16^{1}" /></a>) + (5 x <a href="http://www.codecogs.com/eqnedit.php?latex=\fn_cs&space;16^{n}" target="_blank"><img src="http://latex.codecogs.com/gif.latex?\fn_cs&space;16^{0}" title="16^{0}" /></a>) = 245<br />
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12. Konversi bilangan dari <b>heksadesimal ke oktal (16 -> 8)</b><br />
Contoh: F5<span style="font-size: xx-small;">16</span> = . . . .<span style="font-size: xx-small;">8</span><br />
<div>
Konversikan lebih dulu ke biner, lalu lanjutkan dengan konversi ke oktal.<br />
Hasilnya adalah 365.</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-73752186075055128212013-08-23T08:43:00.000-07:002013-09-23T10:06:11.643-07:00Arti dan makna Lagu Yamko Rambe Yamko<div dir="ltr" style="text-align: left;" trbidi="on">
Assalaamu'alaikum...<img alt="senang" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/1.gif" /><br />
<br />
Well, sebelumnya aku mau ngucapin selamat buat semua mahasiswa baru!!! Omedetou! Omedetou!<br />Selamat memulai kehidupan perkuliahan!<img alt="mengerlingkan mata" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/3.gif" /><br />
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Penutupan PK2 (Program Pengenalan Kampus) tadi siang, setiap jurusan/prodi menampilkan suatu pertunjukkan, dan kami menampilkan paduan suara yanggggg....seadanya.hhe<br />
Kami menyanyikan lagu Mars HIMMA ciptaan Bapak Guru kami Dr. Yusuf Hartono, M. Sc dan lagu daerah asal Papua, Yamko Rambe Yamko.<br />
Wuiiihhh, pas maju menurut kami suara kami sangat lantang, tidak mengecewakan (dari sudut pandang saya tentunya), dan kami bernyanyi dengan penuh semangat. Walau gak tau artinya, PD PD aja kaleeee. <img alt="tersenyum lebar" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/4.gif" /><br />
Abis turun panggung dengan bangganya... Tapi ternyata kata mereka-mereka..........."nggak kedengeran"(--")<br />
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<b>Lirik Yamko Rambe Yamko:</b><br />
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Hee yamko rambe yamko aronawa kombe <br />
Hee yamko rambe yamko aronawa kombe <br />
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Teemi nokibe kubano ko bombe ko <br />
yuma no bungo awe ade <br />
Teemi nokibe kubano ko bombe ko <br />
yuma no bungo awe ade <br />
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Hongke hongke hongke riro</div>
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Hongke jombe jombe riro</div>
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Hongke hongke hongke riro</div>
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Hongke jombe jombe riro</div>
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<b>Arti:</b></div>
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Hai jalan yang dicari sayang perjanjian</div>
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Hai jalan yang dicari sayang perjanjian</div>
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Sungguh pembunuhan di dalam negeri</div>
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sebagai bunga bangsa</div>
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Sungguh pembunuhan di dalam negeri</div>
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sebagai bunga bangsa</div>
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Bunga bangsa, bunga bangsa, bunga bangsa</div>
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bunga bertaburan</div>
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Bunga bangsa, bunga bangsa, bunga bertumbuh</div>
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di taman pahlawan</div>
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Bunga bangsa, bunga bangsa, bunga bangsa</div>
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bunga bertaburan</div>
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Bunga bangsa, bunga bangsa, bunga bertumbuh</div>
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di taman pahlawan</div>
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Lagu daerah Yamko Rambe Yamko merupakan lagu yang energik dan terkesan menyenangkan untuk dinyanyikan.<br />
Tapi tahukah Anda? Makna dari lagu ini sangat menyedihkan, bertemakan tentang peperangan.<br />
Lagu ini menceritakan tentang pertikaian yang terjadi di dalam negeri. Di dalam lagu ini, pelantun lagu ingin menjadi bunga bangsa atau pahlawan yang rela berkorban, bahkan sampai mati untuk mempertahankan Indonesia dari para penjajah.<br />
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Demi apa??!!!<br />
Demikian dan terima kasih...<br />
Wassalaamu'alaikum guys<img alt="senang" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/1.gif" /><br />
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<i>Sumber : </i><a href="http://liriklaguindonesia.net/">liriklaguindonesia.net</a><br />
<a href="http://artilagumu.wordpress.com/">artilagumu.wordpress.com</a><br />
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nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com22tag:blogger.com,1999:blog-4641101275064031610.post-64162759548484016852013-07-20T03:40:00.002-07:002013-11-07T01:14:07.956-08:00KRIPTOGRAFI dan Sejarahnya<div dir="ltr" style="text-align: left;" trbidi="on">
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Assalaamu'alaikum Wr. Wb.<br />
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Smileeee, setelah sekian lama berhibernasi kayak beruang kutub akhirnya saya menge<i>post</i> sesuatu yang sudah lama ingin saya <i>post</i>.Mwahahaha<img alt="tertawa" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/21.gif" /><br />
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Bagi Anda yang suka nonton atau baca sesuatu yang berbau detektif, atau pengen jadi Arkeolog tapi gak kesampaian, atau lagi nih ada yang berpikir pengen ikut perang jadi mata-mata pembawa pesan, eh, siapa tahu dibunuh di tengan perjalanan, dihargai deh jasanya kayak Si Pheidippides lalu dikenal dengan lari Marathon, nah loh?!<br />
Mungkin kalo sekarang, kita yang lari lalu ketabrak angkot di dalam Universitas sendiri (tragis banget), mmmmm namanya pasti Lari Universitas X. Ya ampuun. Nah, bagi kamu yang <strike>berpikir macem-macem kayak gitu</strike>, yaaah, suka sama hal-hal di atas, pasti gak asing lagi denger nama <b>"KRIPTOGRAFI" </b>(segitunya, udah dikutip, huruf besar, di bold pula)<img alt="waduh!" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/40.gif" /><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWDgmJXavAuz8r22_g3rtYyASAPcn2DvARGpyj_hP9ugRZo3lDlf8d1vflhn-ZguHhshGxpxiI8a_mqVv14kH2-sTwevM3C8nMrQuwnXJW6e0ZNm0KoT9krTpRlXPBocONJ9w8BRGdX2U/s1600/kriptografi.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWDgmJXavAuz8r22_g3rtYyASAPcn2DvARGpyj_hP9ugRZo3lDlf8d1vflhn-ZguHhshGxpxiI8a_mqVv14kH2-sTwevM3C8nMrQuwnXJW6e0ZNm0KoT9krTpRlXPBocONJ9w8BRGdX2U/s320/kriptografi.gif" width="320" /></a></div>
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Sadar atau enggak nih, kriptografi mendiami setiap sadar kita, dari sistem keamanan, mesin PIN, dll. Dunia ini berjalan dengan kode dan sandi bro.<br />
#dramatisir banget.<img alt="kutu buku" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/26.gif" /><br />
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<b>SEJARAH KRIPTOGRAFI</b><br />
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Menurut sejarahnya, kriptografi sudah lama digunakan oleh tentara Sparta di Yunani pada permulaan tahun 400 SM. Mereka menggunakan alat yang disebut <i>scytale</i>. Alat ini terdiri dari sebuah pita panjang dari daun papyrus yang dililitkan pada sebatang silinder (kayak gambar di atas tuh). Pesan yang akan dikirim ditulis horizontal (baris per baris). Bila pita dilepaskan, maka huruf-huruf di dalamnya telah tersusun membentuk pesan rahasia. Untuk membaca pesan, penerima melilitkan kembali silinder yang diameternya sama dengan diameter silinder pengirim. Teknik kriptografi seperti ini dikenal dengan nama transposisi cipher, yang merupakan enkripsi tertua.<br />
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Kriptografi adalah ilmu seni untuk menjaga kerahasiaan informasi.<br />
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Ada dua metode kriptografi sederhana, yaitu metode Caesar dan Metode Vigenere. Keduanya tergolong ke dalam metode substitusi.</div>
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<b>1. METODE CAESAR</b></div>
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Masing-masing huruf dari teks asli (plaintext) digantikan dengan huruf-huruf dari alphabet yang urutannya telah digeser terhadap suatu angka. Biasanya metode ini menggunakan pergeseran 3 (tiga) huruf.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiimlwpn3Vxx_fffsXky2TQVabvvgv68GLp2wr8avQWG6aOML-RXfB0C2M7cLQgoG1If1w9E_-f2Tmk30M5vdL6CAPRGXKxN_CXkXj0hFN0ZHxkCJ4bDCiOHDm8enOsJdw4t5OkCG6rYwA/s1600/ONE.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="134" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiimlwpn3Vxx_fffsXky2TQVabvvgv68GLp2wr8avQWG6aOML-RXfB0C2M7cLQgoG1If1w9E_-f2Tmk30M5vdL6CAPRGXKxN_CXkXj0hFN0ZHxkCJ4bDCiOHDm8enOsJdw4t5OkCG6rYwA/s320/ONE.png" width="320" /></a></div>
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Contoh: </div>
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Plaintext : BELAJAR MATEMATIKA</div>
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Chipertext : EHODMDU PDWHPDWLND</div>
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Nah, proses mengubah <i>plaintext</i> menjadi <i>chipertext</i> disebut <b>enkripsi</b>. Makanya tuh, kalo kita mau buat <i>password</i> ada tulisan <i>encrypt encrypt</i> nya. </div>
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Sebaliknya disebut deskripsi, yaitu mengubah <i>chipertext</i> menjadi <i>plaintext</i>.</div>
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<b>2. METODE VIGENERE</b></div>
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Sama seperti Metode Caesar, hanya saja metode ini mempunya kata kunci.</div>
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Contoh:</div>
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Kata kunci : INA</div>
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Plaintext : BELAJAR MATEMATIKA</div>
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Langkah selanjutnya adalah menyusun kata kunci di bawah ini:</div>
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I J K L M N O P Q R S T U V W X Y Z A B C D E F G H</div>
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N O P Q R S T U V W X Y Z A B C D E F G H I J K L M</div>
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A B C D E F G H I J K L M N O P Q R S T U V W X Y Z</div>
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atau lebih mudahnya menggunakan tabel berikut:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguBaOX4T_GN3Z7Q5lzVHUrvvU1YbFESiCSugBC1GJo0_SZ9T7SLKbNhra4DfVOYiqB9MVP-02To3Wkowcq74S3KMNMQeB2bN4khibDIgiqBw2T6EIUaW1wh9JlSX870CJjwAZKzR1cMxo/s1600/vigenere+tabel.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="547" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguBaOX4T_GN3Z7Q5lzVHUrvvU1YbFESiCSugBC1GJo0_SZ9T7SLKbNhra4DfVOYiqB9MVP-02To3Wkowcq74S3KMNMQeB2bN4khibDIgiqBw2T6EIUaW1wh9JlSX870CJjwAZKzR1cMxo/s640/vigenere+tabel.JPG" width="640" /></a></div>
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Sehingga nilai B dengan pergeseran I adalah J. Nilai E pergeseran N adalah R. Nilai L dengan pergeseran A adalah L. Nilai A dengan pergeseran I adalah I, dan seterusnya sampai A dengan pergeseran N adalah N.</div>
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Chipertext: JRLIWAZ ZABRMIGISN</div>
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Seru kaaann?!!</div>
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Bisa nih dipake nulis buku harian.<img alt="belajar" src="http://l.yimg.com/a/lib/msg/img/aurora/emot/201105/studying.gif" style="text-align: left;" /></div>
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__Selamat Mencoba & Semoga Bermanfaat__</div>
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Wassalam </div>
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<i>Sumber</i>: <a href="http://gamatika.wordpress.com/" target="_blank">gamatika</a><br />
Munir, Rinaldi. 2005. <i>Matematika Diskrtit. </i>Bandung: Informatika</div>
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nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-91242117152750311142013-07-06T07:08:00.002-07:002013-09-23T10:06:11.647-07:00Permainan Tangram<div dir="ltr" style="text-align: left;" trbidi="on">
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Satu lagi nih permainan asik buat matematika. Susah banget gue nyari nama permainan ini apa. Soalnya ini adalah salah satu mainan favorit saya waktu SD dulu. Abis itu, dipinjem anak temennya Enyak gue, eh kagak dibalik-balikin lagi. Pas SMA ketemu sama tuh anak, kayaknya dia lupa deh. Bahkan sama gue aja mungkin dia nggak inget.<img alt="main game" src="http://l.yimg.com/a/lib/msg/img/aurora/emot/201105/play_game.gif" /> Berhubung masuk "Pendidikan Matematika" (<img alt="tersenyum lebar" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/4.gif" />) jadi inget lagi nih permainan. Akhirnya dapet gue pencerahan berkat pelajaran "<a href="http://nurulrakuen.blogspot.com/2013/06/lessonplanmengidentifikasi-sifat.html" target="_blank">Membuat Web Based Lesson</a>", <i>searching-searching </i>dapetlah gue nama permainan ini. Wah, wah, jadi inget masa lalu.#curhat<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUVYTcDbniUL7cotESsFtdKzisfdxKQNH2grdNU_sOU0AN8TWOBi7rgs2pr3LoHtu0eQZh1iZVHzpjDhmAgVRLJcIeM5FxTjFVgztVwleBiW6wP5vQ8C2BKKU7lm1NaELyVj37NgUgctA/s1600/tangram+pictures.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUVYTcDbniUL7cotESsFtdKzisfdxKQNH2grdNU_sOU0AN8TWOBi7rgs2pr3LoHtu0eQZh1iZVHzpjDhmAgVRLJcIeM5FxTjFVgztVwleBiW6wP5vQ8C2BKKU7lm1NaELyVj37NgUgctA/s200/tangram+pictures.jpg" width="200" /></a> <img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDeQeCpYqo8PzD3acg-YGnG9lEq1qVp2coDcgjVq0eRYSisO8rLnb4NUjF3LyZVaFfDQPClpzS7Z-v6x1u37OAB259UbLsY5aE8tgGHyLw6eL8tikCUy_gabirfQYORZAcLD-ubAbzVK4/s200/tangram11.jpg" width="198" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx1BBCs2VN3qwdI7DWoN9LkCd75OOJZjrlNsaC4-xuDUku5xV15LBfRlBbIsbqDKWPoLdAgtmgIlqQqKg-JnN0FDqJ5Ji5TGasyykMLVtAYjN4S-HacaqGey3muC2GJDX8WAqeegWjMS4/s1600/2.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx1BBCs2VN3qwdI7DWoN9LkCd75OOJZjrlNsaC4-xuDUku5xV15LBfRlBbIsbqDKWPoLdAgtmgIlqQqKg-JnN0FDqJ5Ji5TGasyykMLVtAYjN4S-HacaqGey3muC2GJDX8WAqeegWjMS4/s200/2.gif" width="200" /></a></div>
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Permainan ini bisa jadi bahan ajar yang baik untuk guru, khususnya memperkenalkan geometri. Banyak hal yang berhubungan dengan matematika pada permainan ini, mulai dari bentuk sampai cara memainkannya.<br />
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Okehlah, kita lanjutkan. Seperti judulnya, Tangram, itulah namanya. Tangram berasal dari bahasa Mandarin : <span style="color: #333333; font-family: 'MS Mincho'; font-size: 12pt; margin: 0px; padding: 0px; text-align: justify;">七巧板</span><span style="color: #333333; font-family: 'Times New Roman', serif; font-size: 12pt; margin: 0px; padding: 0px; text-align: justify;"> (<em style="font-weight: bold; margin: 0px; padding: 0px;">qī qiǎo bǎn) </em></span>artinya "<b>tujuh papan keterampilan</b>", yang <br />
<a name='more'></a>merupakan sutu <i>puzzle </i>yang terdiri dari tujuh keping bangun datar:<br />
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<li>dua segitiga siku-siku sama kaki (besar)</li>
<li>dua segitiga siku-siku sama kaki (kecil)</li>
<li>satu segitiga siku-siku sama kaki (sedang)</li>
<li>satu bujur sangkar (kecil)</li>
<li>satu jajaran genjang</li>
</ul>
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Nah, tujuannya permainan kreatif ini adalah untuk menyusung ketujuh kepingan itu menjadi suatu bentuk tanpa tumpang tindih. Bentuknya ya terserah, apapun boleh atau yang ada di imajinasi kita, menyerupai binatang, barag tertentu atau apa saja yang kita pikirkan.<br />
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Permainan ini diciptakan di China dan tidak tahu kapan tepatnya. Kemudian dibawa ke Eropa oleh kapal-kapal dagang pada permulaan abad ke-19. Pada masa itu Tangram sangat populer, demikian juga setelah Perang Dunia I. Benda ini merupakan jenis <i>puzzle </i>yang paling populer di dunia. (Aduuh senengnya pernah maen permainan populer<img alt="keren" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/16.gif" />)<br />
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Menurut teori, mereka yang menggunakan otak kiri, cenderung berfokus pada pemikiran logis, analisa, dan ketepatan. Sedengkan otak kanan, cederung berfokus pada keindahan, perasaan, dan kreativitas. Nah, karena Tangram menggunakan imajinasi dan analisa maka permainan ini dapat memacu pengalaman estetika dan mental sekaligus dengan lengkap. Mereka yang berpikir secara visual-spatial (otak kanan) akan mendapati bahwa permainan Tangram melatih kemampuan berpikir mereka secara logis. Sedangkan mereka berpikir secara analitis (otak kiri) akan mendapati bahwa permainan Tangram mengasah kemampuan mereka bekerja dengan bentuk, warna, dan imajinasi.<br />
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Tangram memberikan kesempatan pada pemain (segala usia, baik anak-anak hingga orang dewasa) untuk menggunakan permainan ini sebagai alat peraga guna membentuk pengertian akan ide-ide geometri, juga mengembangkan kemampuan spasial. Mereka dapat menggerakkan kepingan-kepingan Tangram untuk menyadari relasi bentuk geometri tiap keping, dan juga mempelajari mengenai pembalikan, pemindahan, dan perputaran (refleksi, rotasi, dan pemindahan posisi). Hal ini memberikan gambaran nyata bagi mereka yang orientasi belajarnya melalui penglihatan (visual).<br />
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Dengan memindah-mindahkan ketujuh kepingan yang ada, kita dapat menciptakan berbagai bentuk yang sangat banyak. Ini adalah awal mula/dasar untuk mengerti akan luas (area) dan garis keliling. Kongruensi, persamaan dan simetri juga dapat dipelajari menggunakan Tangram. Kita bahkan juga dapat menggunakan Tangram untuk menghitung luas tanpa menggunakan rumus.<br />
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Para ahli berendapat bahwa Tangram bermanfaat bagi anak-anak dalam berbagai hal, di antaranya (Bohning and Althouse 1997; Krieger 1991; National Council of Teacher's Mathematics 2003):<br />
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- Mengembangkan rasa suka terhadap geometri<br />
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- Mampu membedakan berbagai bentuk<br />
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- Mengembangkan perasaan intuitif terhadap bentuk-bentuk dan relasi-relasi geometri<br />
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- Mengembangkan kemampuan rotasi spasial<br />
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- Mengembangkan kemampuan pemakaian kata-kata yang tepat untuk memanipulasi bentuk (misalnya 'membalik', 'memutar'. 'menggeser')<br />
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- Mempelajari apa artinya 'kongruen; (bentuk yang sama dan sebangun)<br />
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Selain itu, Tangram dapat juga menjadi pengalaman multi-kultural bagi para pelajar. Ada beberapa kegiatan seni bahasa yang berpusat seputar Tangram, sehingga di sini terjadi hubungan inter-disipliner bidang ilmu.<br />
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<i>Sumber </i>: <a href="http://fetoys.net/">fetoys.net</a></div>
nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-21540271228443288702013-06-17T07:00:00.002-07:002013-09-23T10:06:11.638-07:00Matematika dan Games<div dir="ltr" style="text-align: left;" trbidi="on">
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Selalu matematika dan selalu matematika.<img alt="tersenyum lebar" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/4.gif" /><br />
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Kali ini, saya akan berbagi cerita sedikit tentang salah satu permainan ringan favorit saya. Ketika kita sedang pusing mikirin tugas (dimana tugas gak pernah mikirin kita), gak ada kerjaan, bingung pengen ngapain, saya sarankan permainan berikut ini. Permainan yang bisa ngerefresh mata dan menghilangkan kejenuhan.<br />
Kalo kalah, pasti penasaran mau maen lagi.hhehe<br />
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Kamu pasti pernah liat permainan di atas. Permainan Onet, yaah, walaupun sebagian orang menganggap permainan satu ini rendahan, kurang menantang, permainan cemen, dan gak bermutu. Dan gak jarang juga saya dikatain di kelas gara-gara maen Onet<a href="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/16.gif" imageanchor="1"></a>. Tapi ini maenan saya! Dan bukan berarti saya rendahan.<img alt="keren" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/16.gif" /><br />
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Tapi, <b>Tahukah Anda-Anda</b>??<br />
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Permainan ini merupakan permainan yang memerlukan kejeliatan mata. Permainan<span style="font-size: 12pt;"> ini juga merupakan penerapan atau aplikasi dari matematika, lebih khususnya penerapan ” <b> <i> teori graf </i> </b> “. Aplikasi teori graf</span><br />
<a name='more'></a><span style="font-size: 12pt;"> tersebut terdapat pada aturan main games ini. </span></div>
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Inti dari permainan ini adalah menghubungkan dua gambar yang sama.
Namun, tidak semua gambar yang sama selalu bisa dihubungkan. Berikut
adalah aturan main yang disediakan pada games tersebut. </span><br />
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<span style="font-size: 12pt;"> Aturan mainnya : <br /> </span> </div>
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<span style="font-size: 12pt;"> Pilih dua gambar yang sama dengan cara meng- <i> klik </i> kedua gambar tersebut. <br /> </span> </div>
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Kedua gambar hanya dapat dihubungkan jika dapat dihubungkan dengan salah
satu dari garis-garis yang terdapat pada gambar 2. <br /> </span> </div>
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<span style="font-size: 12pt;"> Garis-garis tersebut hanya dapat melalui ruangan yang kosong (tidak terdapat gambar) <br /> </span> </div>
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<span style="font-size: 12pt;"> Bila semua gambar sudah terpilih, maka akan masuk ke level selanjutnya dengan sedikit variasi dari level sebelumnya. <br /> </span> </div>
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Apabila diperhatikan lebih baik lagi, ternyata aturan tersebut dapat
dilihat melalui sudut pandang matematika, yaitu sudut pandang teori
graf. <br /> </span> </div>
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<span style="font-size: 12pt;">Namun sebelumnya harus dilakukan sedikit permisalan. <br /> </span> </div>
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<span style="font-size: 12pt;">Pertama, kita misalkan tiap gambar pada game tersebut sebagai sebuah <b> <i> verteks </i> </b> dan garis yang menghubungkannya sebagai <b> <i> edge </i> </b> . <br /> </span> </div>
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Kedua, kita juga perlu memisalkan dibagian luar gambar-gambar tersebut
terdapat simpul-simpuln lainnya yang akan kita sebut dengan <b> <i> verteks semu </i> </b> . <br /> </span> </div>
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<span style="font-size: 12pt;"> Ketiga, tiap <b> <i> verteks </i> </b> dan <b> <i> verteks semu </i> </b>
hanya bertetanggaan dengan simpul yang berada di kanan, kiri, atas,
dan bawahnya saja, tetapi tidak bertetanggaan dengan simpul yang
lainnya. <br /> </span> </div>
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<span style="font-size: 12pt;"> Maka dari permisalan diatas didapat graf berikut.</span><br />
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<span style="font-size: 12pt;"> Pada graf di atas, simpul yang berwarna merah </span> <img alt="" src="http://gamatika.files.wordpress.com/2011/01/010511_0518_aplikasiteo5.png?w=655" /> <span style="font-size: 16px;"> merupakan gambar pada games tersebut. Sedangkan simpul yang berwarna hijau </span> <img alt="" src="http://gamatika.files.wordpress.com/2011/01/010511_0518_aplikasiteo6.png?w=655" /> <span style="font-size: 16px;">
merupakan verteks semu seperti yang telah dijelaskan di atas. Dan
garis hitam merupakan edge yang menghubungkan simpul pada graf tersebut.
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<span style="font-size: 12pt;"> Aturan main games tersebut jika dipandang melalui <i> teori graf </i> adalah sebagai berikut. <br /> </span> </div>
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<li>
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<span style="font-size: 12pt;"> Dua gambar (<b><i>verteks</i></b>) dapat dipilih untuk dihubungkan jika kedua gambar (<b><i>verteks</i></b>) tersebut <i> bertetanggaan </i> . <br /> </span> </div>
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<span style="font-size: 12pt;"> Dua gambar (<b><i>verteks</i></b>) dapat dipilih untuk dihubungkan jika terdapat <b> <i> lintasan </i> </b> yang berawal dari gambar (<b><i>verteks</i></b>) yang pertama ke gambar (<b><i>verteks</i></b>) yang kedua dengan menggunakan maksimal 3(tiga) <b> <i> edge </i> </b> . <br /> </span> </div>
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<span style="font-size: 12pt;"> Untuk syarat no 2., <b> <i> lintasan </i> </b> tersebut <i> tidak boleh </i> melalui gambar (<b><i>verteks</i></b>) lain selain dua gambar (<b><i>verteks)</i></b> yang akan dihubungkan, tetapi <i> boleh </i> melalui <b> <i> verteks semu </i> </b> , dan jika melalui lebih dari dua <b> <i> verteks semu </i> </b> maka <b> <i> verteks semu </i> </b> yang tidak bertetanggaan dengan gambar (<b><i>verteks</i></b>) yang dipilih akan diabaikan serta <b> <i> lintasan </i> </b> antara antar <b> <i> verteks-verteks semu </i> </b> yang bertetanggaan dianggap 1 (satu) <b> <i> edge </i> </b> . Perhatikan contoh berikut. </span></div>
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<span style="font-size: 12pt;"><br /> </span> </div>
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<span style="font-size: 12pt;"> Misal akan dihubungkan v </span> <span style="font-size: 7pt;"> 1 </span> <span style="font-size: 12pt;"> dengan v </span> <span style="font-size: 6pt;"> 2 </span> <span style="font-size: 12pt;"> <br /> </span> </div>
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<img alt="" src="http://gamatika.files.wordpress.com/2011/01/010511_0518_aplikasiteo7.png?w=655" /> </div>
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<img alt="" src="http://gamatika.files.wordpress.com/2011/01/010511_0518_aplikasiteo8.png?w=655" /> <span style="font-size: 12pt;"> =lintasan yang dipilih <br /> </span> </div>
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<span style="font-size: 12pt;"> Gambar (<b><i>verteks</i></b>) yang sudah dipilih akan berubah menjadi <b> <i> verteks semu </i> </b> . <br /> </span> </div>
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<span style="font-size: 12pt;"> Apabila terdapat lebih dari 1(satu) <b> <i> lintasan </i> </b> yang menghubungkan dua gambar (<b><i>verteks</i></b>) yang dipilih, maka <i> lintasan </i> yang ditampilkan adalah <b> <i> lintasan </i> </b> yang terpendek dan memuat lebih sedikit <b> <i> edge </i> </b> . <br /> </span> </div>
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<span style="font-size: 12pt;"> Apabila semua gambar (<b><i>verteks</i></b>) telah berubah menjadi <b> <i> verteks semu </i> </b> , maka permainan akan masuk ke level selanjutnya dengan aturan yang sama dan sedikit tambahan variasi. <br /> </span> </div>
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<span style="font-size: 12pt;"> Variasi pada level selanjutnya yaitu gambar (<b><i>verteks</i></b>) yang sudah terpilih akan <i> digantikan </i> dengan gambar (<b><i>verteks</i></b>) yang ada di sebelahnya (verteks di sebelah kanan, kiri, atas,
atau bawah sesuai dengan levelnya karena tiap level memiliki variasi
yang berbeda), dan bila tidak terdapat gambar (<b><i>verteks</i></b>) lagi maka akan digantikan dengan <b> <i> verteks semu </i> </b> . Berarti dapat dikatakan gambar-gambar (<b><i>verteks-verteks</i></b>) pada baris atau kolom di sebelah gambar (<b><i>verteks</i></b>) yang dipilih (yang berada di kanan, kiri, atas, atau bawah sesuai
dengan variasi level) akan bergeser ke arah gambar (<b><i>verteks</i></b>) tersebut. </span></div>
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<span style="font-size: 12pt;"> Penasaran? Penasaran? Silahkan download <a href="http://www.4shared.com/file/LiN4voUE/uji_kejelian_mata.html" target="_blank">game Onet</a>. Have a nice try! </span><img alt="mengerlingkan mata" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/3.gif" /><br />
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<span style="font-size: 12pt;"><i>Sumber</i> : <a href="http://gamatika.wordpress.com/2011/01/05/aplikasi-teori-graf-pada-games-kejelian-mata/" target="_blank">gamatika</a> </span></div>
nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-32140631511871532522013-06-17T06:35:00.003-07:002013-09-23T10:06:23.628-07:00Sang Bapak Peledak dan Matematika<div dir="ltr" style="text-align: left;" trbidi="on">
"Kenapa sih matematika gak pernah dapet penghargaan Nobel?" Atau "Kenapa gak ada nobel Matematika?" Kenapa kita bertanya-tanya??? <img alt="berpikir" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/39.gif" /><br />
Baiklah, saya akan sedikit bercerita, sebenarnya apa yang terjadi antara Sang Bapak Peledak dan matematika??<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8PMMzj37Us2klxREDy-piDneyCC-pzBZRF88P4DMRGlIaYxDlru8MtBHUGBQWWY6wpCRt1xzq_yjFKBS3kbp1TEp080Ww5br1MD-DtSW_HQ94AmAPK3tvDedn-adT6PppWAc6L_cCfTQ/s1600/alfred.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8PMMzj37Us2klxREDy-piDneyCC-pzBZRF88P4DMRGlIaYxDlru8MtBHUGBQWWY6wpCRt1xzq_yjFKBS3kbp1TEp080Ww5br1MD-DtSW_HQ94AmAPK3tvDedn-adT6PppWAc6L_cCfTQ/s200/alfred.jpg" width="199" /></a></div>
<span id="goog_1895863063"></span><span id="goog_1895863064"></span>Alfred Benhard Nobel adalah sang penemu dinamit yang menyisihkan royalti atas penemuan dinamitnya umtuk penghargaan Nobel. Pada tahun 1895, Nobel mewariskan dana ke sebuah yayasan, yang dananya bersumber dari lima penghargaan tahunan untuk bidang ilmu fisika, kimia, kedokteran, sastra, dan perdamaian. Bidang-bidang keilmuan itu diminati oleh Nobel, kecuali kedokteran. Penghargaan yang diberikan berupa uang yang kira-kira berjumlah Rp 13 Milyar untuk masing-masing bidang.<br />
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Namun, kenapa tidak ada Nobel untuk matematika, Sang Ratu Ilmu Pengetahuan? Menurut kabar yang diberitakan lebah<img alt="lebah" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/115.gif" />, konon katanya Alfred patah hati karena tidak mendapatkan cinta dari sesorang matematikawati Rusia, Sonja<br />
<a name='more'></a> Kovalevskaja (kabar burung juga bilang Alfred dikhiananati). Sang wanita lebih memilih pria seprofesi, matematikawan asal Swedia yaitu Gosta Mittag-Leffler.</div>
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Sebenarnya alasan kenapa tidak adanya Nobel untuk matematika karena Alfred menganggap matematika sebagai ilmu pembantu. Alfred tidak menyadari betapa bermanfaatnya matematika untuk umat manusia. Selain itu Alfred tidak tertarik dengan ilmu teoritis seperti matematika, dan berpikir matematika tak sebermanfaat bidang-bidang ilmu lainnya seperti fisika.</div>
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Meski tidak ada Nobel Matematika, tetapi tidak sedikit matematikawan
yang meraih hadiah Nobel. Tentu saja pada bidang non-matematika.
Misalnya, Bertrand Russell untuk sastra (1950), Max Born dan Walther
Bothe untuk fisika (1954). Sedangkan untuk bidang ekonomi, ada beberapa
nama seperti Kenneth Arrow (1972), Leonid Kantorovich (1975), John
Forbes Nash (1994), Clive WJ Granger (2003), Robert J Aumann, dan Thomas
C Schelling (2005), Andrew Fire (2006), dan Leonid Hurwicz (2007).<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7po_vC6lDTNLREfzbBW3tz759UTKV4fbtCQSGVW_kERSe0liRkjiLz3JzMeJA1I-lGAl-2B0yRBgg2-PtJaNIvpgkj6HQ_phRlwTF83OUAFf65e4pzknkBmD5lLop0sQeX1oJISjKVrMm/s1600/john-nash2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBRO9KVhpJivBa1Hn13e3qHF8kZUzKkP-k6wzAJ5P2C5cwEQgdcDTTUX3xKvW045ERSD5xOQWDpkOrCzrjcypTcCPcMc82_4rTVRgZiF0fP7UuODJUgXKPhPKTsbq6oJva7gWB4tLZzhA/s1600/john-nash2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBRO9KVhpJivBa1Hn13e3qHF8kZUzKkP-k6wzAJ5P2C5cwEQgdcDTTUX3xKvW045ERSD5xOQWDpkOrCzrjcypTcCPcMc82_4rTVRgZiF0fP7UuODJUgXKPhPKTsbq6oJva7gWB4tLZzhA/s200/john-nash2.jpg" width="166" /></a>John Forbes Nash adalah matematikawan yang mendapat hadiah Nobel pada tahun 1994. Tentu bukan dalam bidang matematika melainkan bidang Ekonomi. Dengan karyanya <b>Game Theory</b>, kejadian yang menimpa John Nash ini sudah di filmkan. Sebagian besar dari kita mungkin sudah nonton, "A Beautiful Mind".<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbEwNV6pNvjbRhum32i5lhpZLu-QqGQ3iG8JIMU4_ijYE6JUW_XjwKZbNZ7xjrQ-aRPN5ZKcyhnVvizTT7Xx-tz3Ypo-DobFXuDFwHsdtK1tEyADHQvwxXXcXnpo9hzKIjfHTaW7AnrRU/s1600/Abel_Prisen.svg.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbEwNV6pNvjbRhum32i5lhpZLu-QqGQ3iG8JIMU4_ijYE6JUW_XjwKZbNZ7xjrQ-aRPN5ZKcyhnVvizTT7Xx-tz3Ypo-DobFXuDFwHsdtK1tEyADHQvwxXXcXnpo9hzKIjfHTaW7AnrRU/s200/Abel_Prisen.svg.png" width="128" /></a>Sebagai bentuk ketidakputus-asaan, para matematikawan sendiri membentuk Nobel tandingan, semacam Oscar Matematika lah. Sejak tahun 2003 Oscar Matematika yang diberi nama resmi Abel Prize, memberi hadiah bagi matematikawan penemu. Nama Abel sendiri berasal dari nama matematikawan Norwegia, Niels Henrik Abel (1802 - 1829).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZaagtOhT5BcxyaSUGJEu3TB1OVe1IQdeSx3HvWqsV8zsf5oZqzcH4LH3cfz4toNyvTlAqxon1AgOQ2dT7Bs4O-YJTQnxmwABXYJHtqloucjh3PvJOJrwHsDTKQaolEDRFdrfRa4AgmA8/s1600/200px-FieldsMedalFront.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZaagtOhT5BcxyaSUGJEu3TB1OVe1IQdeSx3HvWqsV8zsf5oZqzcH4LH3cfz4toNyvTlAqxon1AgOQ2dT7Bs4O-YJTQnxmwABXYJHtqloucjh3PvJOJrwHsDTKQaolEDRFdrfRa4AgmA8/s200/200px-FieldsMedalFront.jpg" width="200" /></a>Selain Abel Price, untuk penghargaan matematika sendiri namanya Medali Field, <br />
penghargaan tertinggi dalam matematika yang setingkat dengan penghargaan Nobel. Pemilihan ini berdasarkan International Mathematical Union (IMU).<br />
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<i>Sumber </i>: <a href="http://suarapembaruan.com/">suarapembaruan.com</a><br />
<a href="http://aimprof08.wordpress.com/">aimprof08.wordpress.com</a></div>
nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-19340752960871918672013-06-11T10:08:00.003-07:002013-06-13T06:29:40.959-07:00WebBasedLesson_Mengidentifikasi Sifat Segitiga<div dir="ltr" style="text-align: left;" trbidi="on">
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Mengidentifikasi Sifat-Sifat Segitiga Berdasarkan Sisi dan Sudutnya</div>
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Kelas VII, Semester 2</div>
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Standar Kompetensi : 6. Memahami konsep segiempat dan segitiga serta menentukan ukurannya. </div>
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Kompetensi Dasar : 6.1 Mengidentifikasi sifat-sifat segitiga berdasarkan sisi dan sudutnya.</div>
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Indikator : 1. Menjelaskan jenis-jenis segitiga berdasarkan sisinya.</div>
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2. Menjelaskan jenis-jenis segitiga berdasarkan sudutnya.</div>
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Kita pasti sudah tidak asing lagi dengan gambar dan lambang-lambang seperti ini...<br />
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Misalnya, pernahkah kamu melihat lambang daur ulang pada minuman botol yang kamu beli? Perhatikanlah gambar-gambar tersebut, tahukah kamu bahwa gambar-gambar di atas merupakan salah satu dari bangun datar? Bentuk apakah yanng dimaksud? Segitiga, Segiempat, trapesium, atau yang lainnya?<br />
<a name='more'></a></div>
<div style="text-align: left;">
<br />
Sebelum memasuki materi, ada baiknya kita menyimak cerita bergambar menarik tentang segitiga berikut: <br />
<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/U-ANBNn_D_A" width="560"></iframe>
<br />
untuk melihat video-video menarik lainnya tentang matematika dan lainnya, silahkan kunjungi <a href="http://www.shoorayner.com/">www.shoorayner.com</a> <img alt="hebat" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/113.gif" /><br />
<br />
<br />
<br />
<br /></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
Segitiga adalah bangun datar yang dibatasi tiga buah sisi dan tiga buah titik sudut.</div>
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mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"> α, β,</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"> </span>dan <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">γ </span>= sisi</div>
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<b>Jenis-Jenis Segitiga Berdasarkan Sisi:</b></div>
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1. Segitiga Sembarang</div>
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<a href="data:image/png;base64,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" 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" width="200" /></a>Sudah pernah melihat gambar di samping? Atau bahkan kamu sudah pernah menaikinya? Layar dari perahu layar pada gambar tersebut merupakan salah satu contoh dari segitiga sembarang.</div>
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Segitiga sembarang yaitu segitiga dimana masing-masing sisinya tidak sama panjang.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrrN2p3VzfzerJy7CHVrh_t7mI4XHezM7Fqz0QGjkHIg2qIcZwyFbOU9o0F0Yo9zDmDBQ4YK8g2TcdomjwW5Z8yMMq74TCFDuOX8Qkjg1v5y7hFgCKRKg0QDrqCq7nSLmNL5ScHSCNZT4/s1600/Triangle.Scalene.svg.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrrN2p3VzfzerJy7CHVrh_t7mI4XHezM7Fqz0QGjkHIg2qIcZwyFbOU9o0F0Yo9zDmDBQ4YK8g2TcdomjwW5Z8yMMq74TCFDuOX8Qkjg1v5y7hFgCKRKg0QDrqCq7nSLmNL5ScHSCNZT4/s1600/Triangle.Scalene.svg.png" /> </a></div>
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2. Segitiga Sama Kaki</div>
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Adakah di kelasmu gurumu memberikan tugas seperti gambar di bawah ini? Membuat macam-macam jenis bangun datar menggunakan tali.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4WGLN5_UnqQ-NvCTklh2mRbAqdIljULKuZGduVMWkVZBlJwq1RQpRuZU5dwj5adEZ-oy6-HF6YpCgvGtpSvXAE9gJlR8cH72ZzQdMg3isq2Vndg4yz2b-jrY21gx1oC988IgFnqB7TQ8/s1600/segitiga-sama-kaki.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4WGLN5_UnqQ-NvCTklh2mRbAqdIljULKuZGduVMWkVZBlJwq1RQpRuZU5dwj5adEZ-oy6-HF6YpCgvGtpSvXAE9gJlR8cH72ZzQdMg3isq2Vndg4yz2b-jrY21gx1oC988IgFnqB7TQ8/s320/segitiga-sama-kaki.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-g0tPNVkVA8j82o3Mq895lqmq0YQqveFfoHziiyIDhuzcfRS2DbNCrLpGjXr06oKmuBTC2h7aeBMVyPw7QEE3efWI9-3CNFGLCxogOeub8sRfhhsxhMw-phRXKsNrvxdD5_Q6kxUCons/s1600/SEITIGA+SMA+KAKI.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-g0tPNVkVA8j82o3Mq895lqmq0YQqveFfoHziiyIDhuzcfRS2DbNCrLpGjXr06oKmuBTC2h7aeBMVyPw7QEE3efWI9-3CNFGLCxogOeub8sRfhhsxhMw-phRXKsNrvxdD5_Q6kxUCons/s200/SEITIGA+SMA+KAKI.png" width="195" /></a></div>
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Segitiga sama kaki merupakan segitiga yang mempunyai dua sisi dengan panjang yang sama.<br />
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3. Segitiga Sama Sisi<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTyMIv9QhMpWyC4drUQ4OpWjLkZddzm9HfXRvFRbG2erKbudyvdToDpRngAgO4nVyom3K43s4y7DHyfrs2FkxgSp0GRTCOB2DnNZq2G47OP8qgC6Ogu04b_6BNCk-b6Rp1A0QVl7aVB2g/s1600/mn.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTyMIv9QhMpWyC4drUQ4OpWjLkZddzm9HfXRvFRbG2erKbudyvdToDpRngAgO4nVyom3K43s4y7DHyfrs2FkxgSp0GRTCOB2DnNZq2G47OP8qgC6Ogu04b_6BNCk-b6Rp1A0QVl7aVB2g/s200/mn.jpg" width="200" /></a><br />
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Coba buatlah menggunakan korek api macam-macam segitiga yang dapat dibentuk. Segitiga yang dibentuk pada gambar merupakan segitiga samasisi<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsFxI2dbvNEdVtmjk0DDUzB509ip5mhTyB1mL3kjYbFFXg_yAQcQq9SsZgjgqaQyh9bgxhUjjmA0bQz6SC4UzV4fAKRR1KrhzeEc1HflJHWPrpGNfcd72oQEkXaWkKy2tlcJRFbNyEDOo/s1600/segitiga+sama+sisi.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsFxI2dbvNEdVtmjk0DDUzB509ip5mhTyB1mL3kjYbFFXg_yAQcQq9SsZgjgqaQyh9bgxhUjjmA0bQz6SC4UzV4fAKRR1KrhzeEc1HflJHWPrpGNfcd72oQEkXaWkKy2tlcJRFbNyEDOo/s200/segitiga+sama+sisi.png" width="200" /></a></div>
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Segitiga samasisi merupakan segitiga dimana panjang ketiga sisinya sama.<br />
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<b>Jenis-Jenis Segitiga Berdasarkan Sudut:</b><br />
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1. Segitiga Lancip<br />
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Temukanlah benda-benda berbentuk segitiga lancip di sekitarmu!<br />
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Segitiga lancip adalah dimana setiap sudutnya mempunyai sudut kurang dari 90<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">°</span>.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglnozmoN6fsxIuFTr62tVUp631qLFv_fdTggdbR0n9shiKmd_g8u3XD3GLBM3dmVpTWRqpzFad-skfZUjsyGM92prb6kmFeAYEM7x6lMj-7LAp_KA6UXcUfvgaC8HnByb3xDn0-SR8NP0/s1600/hg.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglnozmoN6fsxIuFTr62tVUp631qLFv_fdTggdbR0n9shiKmd_g8u3XD3GLBM3dmVpTWRqpzFad-skfZUjsyGM92prb6kmFeAYEM7x6lMj-7LAp_KA6UXcUfvgaC8HnByb3xDn0-SR8NP0/s1600/hg.jpg" /></a></div>
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2. Segitiga Tumpul</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtlerCsgYzz5Eeu9YRXTcLRJCO1EmYX71LWr5Kn03-iw6J8Oicyq76ydAOs9ZxszV4P-eT5XMEsx9Z4dTyyAV_rAjYN_HUQECBJVFLd7ZTWsrWxX9sAFMUcrAAeP0-gwHolmrpKKFMY44/s1600/Segitiga+Tumpul2.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Segitiga tumpul adalah segitiga yang salah satu sudutnya lebih dari 90<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">°</span>.</div>
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3. Segitiga Siku-Siku</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoOloGWFIa6UXwG_IXbtFKEFvL0qEBTf2kduN7WaaEOJucj7BKovGcB-KCKkpadwkoVp9vHR2DzBGLu1KcHpmIH0igfTpmnxv9qq-3MovPfTYTkza9vSoVPYnfZPsaz4vSu_9p5R_wdDU/s1600/fgh.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoOloGWFIa6UXwG_IXbtFKEFvL0qEBTf2kduN7WaaEOJucj7BKovGcB-KCKkpadwkoVp9vHR2DzBGLu1KcHpmIH0igfTpmnxv9qq-3MovPfTYTkza9vSoVPYnfZPsaz4vSu_9p5R_wdDU/s1600/fgh.jpg" /></a>Segitiga yang salah satu sudutnya 90<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">°.</span></div>
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<b>Jenis-Jenis Segitiga Berdasarkan Panjang Sisi dan Besar Sudutnya:</b></div>
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1. <b> </b>Segitiga Tumpul Samakaki</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi3vKmyd3JMJEeVzqpi-ATZOtDgKWnGbfnXBcIEVxbvIL2039SFvTigdNaFHX_4dPt2kLCLU8jvPRzFYgCEUrugIcfK64xgGWnpBEsPEDf0P1pdk2qEIpvt0RoubfhDXtDCxAmrMwvG34/s1600/tp-sk.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi3vKmyd3JMJEeVzqpi-ATZOtDgKWnGbfnXBcIEVxbvIL2039SFvTigdNaFHX_4dPt2kLCLU8jvPRzFYgCEUrugIcfK64xgGWnpBEsPEDf0P1pdk2qEIpvt0RoubfhDXtDCxAmrMwvG34/s1600/tp-sk.jpg" /></a>Segitiga dengan salah satu sudutnya tumpul (lebih dari 90<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">°</span>) dan panjang kedua sisinya sama.</div>
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2. Segitiga Siku-Siku Samakaki</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM_FGVN1AuT5AgF9b7SDtZaKTpyH6SVvI8pMj35gtzX2r_ZoMJnq6vp-sqOdtasYxsS2xw6AlaZZgc9k-eUGW2NaySu1UhwjSvBoksitJGomjpk4hjF-9BjXMs9Cop88gKU-hRF6Wn7zI/s1600/sk-sk.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="187" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM_FGVN1AuT5AgF9b7SDtZaKTpyH6SVvI8pMj35gtzX2r_ZoMJnq6vp-sqOdtasYxsS2xw6AlaZZgc9k-eUGW2NaySu1UhwjSvBoksitJGomjpk4hjF-9BjXMs9Cop88gKU-hRF6Wn7zI/s200/sk-sk.jpg" width="200" /></a>Segitiga yang salah satu sudutnya 90<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">°</span> dan dua sisinya sama panjang.</div>
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3. Segitiga Lancip Samakaki</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3JUC9zOlO9J3xF4D8LTyw65kyuF6uS_nPousJKoHhYfk31WUe91NLHUp-dTFY18B6tkGhT8R5GMPnmlHdpW_gfXR2Ggk5OLTNG6dSoUR1N82hkaew0zHMD9sR-j_yHX1xorMPzCdnO5A/s1600/sama+kaki1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3JUC9zOlO9J3xF4D8LTyw65kyuF6uS_nPousJKoHhYfk31WUe91NLHUp-dTFY18B6tkGhT8R5GMPnmlHdpW_gfXR2Ggk5OLTNG6dSoUR1N82hkaew0zHMD9sR-j_yHX1xorMPzCdnO5A/s200/sama+kaki1.png" width="164" /></a> Suatu segitiga yang salah satu sudutnya lancip (kurang dari 90<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">°</span>) dan panjang kedua sisinya sama.</div>
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Berikut adalah video mengenai materi segitiga kita,<br />
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Nah, untuk memudahkan kita mengingat macam-macam segitiga, coba lihat dulu lagu ini:<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/DUNxLGhFCqM" width="420"></iframe>
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keren kan?<img alt="musik" src="http://l.yimg.com/a/lib/msg/img/aurora/emot/201105/music.gif" /><br />
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Lagu-lagu lainnya, dapat di lihat di <a href="https://www.youtube.com/watch?v=2wFMdKb0cz0" target="_blank">sini</a>, dan di <a href="https://www.youtube.com/watch?v=2MWYakuD8_k" target="_blank">sini</a>.<br />
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Jika ingin berkreatifitas dengan segitiga, dapat mencoba dengan <a href="http://theordinarytrainer.wordpress.com/2011/01/25/origami/" target="_blank">seni melipat kertas</a> atau origami ini.<br />
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Sebagai latihan dan mengasah kepahaman, kamu dapat memanfaatkan sumber-sumber belajar seperti link-link di bawah ini:<br />
1. <a href="http://www.proprofs.com/quiz-school/story.php?title=soal-online-matematika-smp-tentang-segitiga" target="_blank">Latihan Soal 1 </a><br />
2. <a href="http://www.ixl.com/math/grade-6/triangle-review" target="_blank">Latihan Soal 2</a> (English)<br />
3. <a href="http://www.ixl.com/math/grade-7/classify-triangles" target="_blank">Latihan Soal 3</a> (English)<br />
4. <a href="http://mafia.mafiaol.com/2013/03/soal-online-matematika-smp-tentang.html" target="_blank">Latihan Soal 4</a> <br />
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Pada postingan sebelumnya, saya sudah mem<i>publish </i>PowerPoint mengenai <a href="http://nurulrakuen.blogspot.com/2013/05/ppt-mengidentifikasi-sifat-segitiga.html" target="_blank">Mengidentifikasi Sifat-Sifat Segitiga Berdasarkan Sisi dan Sudutnya.</a><br />
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<b>SEMOGA BERMANFAAT, SELAMAT BELAJAR!!</b></div>
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<b> ba bayy</b> <img alt="melambaikan tangan" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/103.gif" /> </div>
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"<i>Tuhan mengajarkan kita tentang pantang menyerah, kesabaran, kerja keras, dan percaya diri"</i></div>
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nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-80733872674193566412013-06-05T22:37:00.000-07:002013-06-09T05:59:21.137-07:00SEA-DR (South East Asian Design Research)<div dir="ltr" style="text-align: left;" trbidi="on">
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Have you ever heard SEA-DR? Yeah, it's a supplement that help us to make our bone stronger. No, it's CDR.<img alt="wajah tanpa emosi" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/22.gif" /><br />
What we will discuss here is SEA-DR or <i>South East Asia Design/Development Research</i>.<br />
<i>Design/Development Research </i>is the systematic study of designing, developing, and evaluating educational interventions.<br />
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Why do we need design research in education?<br />
Find the answer <a href="http://www.slideshare.net/ZulkardiHarun" target="_blank">here</a> or visit <a href="http://zulkardi.wordpress.com/">zulkardi.wordpress.com</a> <img alt="mengerlingkan mata" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/3.gif" /><br />
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<iframe allowfullscreen="" frameborder="0" height="470px" marginheight="0" marginwidth="0" mozallowfullscreen="" scrolling="no" src="http://www.slideshare.net/ZulkardiHarun/slideshelf" style="border: none;" webkitallowfullscreen="" width="615px"></iframe>
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nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-19219034676936264822013-05-22T02:02:00.003-07:002013-06-12T17:02:49.807-07:00PPT Mengidentifikasi Sifat Segitiga<div dir="ltr" style="text-align: left;" trbidi="on">
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Di sini saya <i>publish</i> PPT-nya lewat slideshare. Bedanya dengan PPT sebelumnya yaitu saya menambahkan sedikit program mengenai segitiga menggunakan Visual Basic.<br />
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<iframe allowfullscreen="" frameborder="0" height="356" marginheight="0" marginwidth="0" mozallowfullscreen="" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/21662909" style="border-width: 1px 1px 0; border: 1px solid #CCC; margin-bottom: 5px;" webkitallowfullscreen="" width="427"> </iframe> <br />
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Download tutorial pembuatan atau flowchart-nya di <a href="http://www.4shared.com/file/N3vvuylp/Flowchart_Segitiga_Nurul_2007.html" target="_blank">sini</a>. </div>
nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-42092634979404331812013-05-05T06:58:00.001-07:002013-09-23T10:07:02.958-07:00Cara Mudah Perkalian Sebelas<div dir="ltr" style="text-align: left;" trbidi="on">
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Assalaamu'alaikum Saudara-Saudaraku yang dirahmati Allah. Saya di sini bukan untuk tausiyah apalagi khotbah Jumat, tapi saya hanya................ingin berbagi secuil ilmu yang kecil kayak semut.hehe<br />
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Baiklah, Saudara-Saudara yang berbahagia, setelah sekian lama saya tidak berkreativitas. Dulu saya pernah menyinggung2 seorang bapak2 pada postingan pertama saya, ketika bumi masih kosong, ketika dinosaurus lagi tidur, dan ketika listrik belum ada. Ya, kali ini saya membagi sedikit ilmu yang saya dapat dari . . . Jreng - - - Jreng - - - Jreng!!! Buku <b>SISTEM KILAT MATEMATIKA DASAR METODE TRACHTENBERG</b> salah satunya tentang perkalian sebelas. Dan bapak2 itu adalah Bapak Trachtenberg<img alt="keren" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/16.gif" /><br />
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Saya jamin, jika Anda menguasai trik ini, Anda akan lebih cepat menghitung nol koma sekian detik, 5 detik, bahkan mungkin 1 menit lebih cepat dari teman Anda yang menggunakan metode biasa.<br />
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All right, here we go!!<br />
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<b>1. Perkalian Sebelas </b><br />
Di sini, jawaban dituliskan angka demi angka dari kanan ke kiri.<br />
Kita langsung masuk ke contoh, okeeeyyy<img alt="tersenyum lebar" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/4.gif" /><br />
Contohnya 11 x 12 = 132 caranya,<br />
- tuliskan angka terakhir dari 12, yaitu 2 di paling kanan _ _ 2<br />
- lalu, tambahkan 1 + 2 pada angka 12 menjadi _ 3 2<br />
- terakhir, tulikan 1 pada paling kiri, menjadi 132<br />
Mudah, 'kan?<br />
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Contohnya lagi 633 x 11 = . . . <br />
- tuliskan angka terakhir yang paling kanan dari 633, menjadi _____3<br />
- tambahkan tiap angka selanjutnya pada angka sebelah kanannya, yaitu 3 + 3, hasilnya 6, masukkan menjadi ____63<br />
- lalu tambahkan 6 + 3, menjadi _963<br />
- angka pertama dari 633, yaitu 6, menjadi angka paling kiri pada jawabannya: 6963<br />
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Jadi, kurang lebih beginilah sistemnya:<br />
0 + 6 + 3 + 3 + 0<br />
6 9 6 3<br />
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Lagi, lagi, lagi (Teletubies beraksi)<br />
763542 x 11 = 8398962 <br />
0 + 7 + 6 + 3 + 5 + 4 + 2 + 0<br />
8 3 9 8 9 6 2<br />
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Kenapa jadi 8?<br />
Karena 7 + 6 = 13, angka 3 kita tulis, angka 1 kita simpan, masukkan ke angka selanjutnya, yaitu 7, maka jadilah delapan.<br />
Tidak percaya dengan hasil tersebut, silahkan hitung secara manual, pake kalkulator sayur, kalkulator hp, dsb. Niscaya hasilnya akan sama...<br />
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Cobalah perkalian sebelas dengan angka2 sembarangan yang lain, maka Anda akan terkejut bahwa jawaban Anda benar.hhe<br />
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Tunggu trik lainnya saya dipostingan selanjutnya!!!<br />
Sayonara... Ja ne!<br />
Wassalaamu'alaikum<img alt="melambaikan tangan" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/103.gif" /><br />
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<b><i>"If you fall on the ground, fall like a seed that will grow back</i> </b>"</div>
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nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-7457303488701360152013-05-03T06:35:00.000-07:002013-06-09T05:59:55.521-07:00MEF (Mathematics Education Fair) 2013<div dir="ltr" style="text-align: left;" trbidi="on">
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Teman-teman <strike>sudahkah</strike> pernahkah Anda mendengar kata "MEF"?<br />
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Iya, benar sekali (bagi yang udah tahu).<br />
MEF atau Mathematics Education Fair adalah agenda tahunan yang diadakan oleh himpunan mahasiswa FKIP Matematika Universitas Sriwijaya. Dan tiap tahun lambangnya selalu berubah (ya iyalah! #glepak!<img alt="menunggu" src="http://l.yimg.com/us.yimg.com/i/mesg/emoticons7/45.gif" />). Tahun 2013 ini kami mengambil icon Jembatan Ampera yang ada di kota Palembang karena sejatinya acara ini memang diadakan di Palembang tepatnya di Kampus UNSRI Bukit Besar Kota . . . . . . . Palembang.<br />
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MEF 2013 ini berlaku Se-Sumatera (Pulau Sumatera) yang akan dilaksanakan pada tanggal 14-16 Mei dengan kegiatan yang akan dilaksanakan antara lain;<br />
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1. LCCM (Lomba Cerdas Cermat Matematika) <br />
2. Lomba karya Tulis Matematika<br />
3. Turnamen Catur Cepat<br />
4. Lomba Mengajar Matematika<br />
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BURUAN IKUUUTTTT!!!! <img alt="beri semangat" src="http://l.yimg.com/a/lib/msg/img/aurora/emot/201105/cheer.gif" /></div>
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Untuk informasi lebih lanjut kunjungi <a href="http://himmaunsri.blogspot.com/">himmaunsri.blogspot.com</a> </div>
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nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0tag:blogger.com,1999:blog-4641101275064031610.post-6068164130320281102013-05-01T08:23:00.001-07:002013-06-09T06:00:12.087-07:00Pembelajaran Kontekstual atau CTL (Contextual Teaching and Learning)<div dir="ltr" style="text-align: left;" trbidi="on">
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<b>1. Pengertian Pembelajaran Kontekstual</b><br />
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Pembelajaran kontekstual telah berkembang di negara-negara maju dengan nama yang beragam. Di negara Belanda disebut dengan istilah <i>Realistic Mathematics Education </i>(RME) yang menjelaskan bahwa pembelajaran matematika harus dilakukan dengan kehidupan sehari-hari peserta didik. Namun RME dikhususkan untuk matematika sedangkan CTL dapat digunakan dalam berbagai mata pelajaran. Di Amerika disebut dengan istilah <i>Contextual Teaching and Learning </i>(CTL) yang intinya membantu guru untuk mengaitkan materi pembelajaran dengan kehidupan nyata dan memotivasi peserta didik untuk mengaitkan pengetahuan yang dipelajarinya dengan kehidupan sehari-hari mereka.<br />
Pembelajaran kontekstual (<i>Contextual Teaching and Learning atau </i>CTL) adalah konsep belajar yang membantu guru menghubungkan antara materi pelajaran yang diajarkannya dengan situasi dunia nyata siswa dan mendorong siswa membuat hubungan antara pengetahuan yang dimilikinya dengan penerapannya dalam kehidupan sehari-hari.<br />
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<b>2. Karakteristik Pembelajaran Kontekstual</b><br />
<b> </b><br />
<b> </b>Menurut Johnson (2002 dalam Nurhadi, dkk, 2003) ada delapan komponen utama dalam sistem pembelajaran kontekstual, yaitu sebagai berikut.<br />
<ul style="text-align: left;">
<li>Melakukan hubungan yang bermakna (<i>making meaningful connections</i>). Artinya, siswa dapat mengatur diri sendiri sebagai orang yang belajar secara aktif dalam mengembangkan minatnya secara individual, orang yang dapat bekerja sendiri atau bekerja dalam kelompok, dan orang yang dapat belajar sambil berbuat (<i>learning by doing</i>).<a name='more'></a></li>
<li>Melakukan kegiatan-kegiatan yang signifikan (<i>doing significant work</i>). Artinya, siswa dalam membuat hubungan-hubungan antara sekolah dan berbagai konteks yang ada dalam kehidupan nyata sebgai pelaku bisnis dan sebagai anggota masyarakat.</li>
<li>Belajar yang diatur sendiri (<i>self regulated learning</i>).</li>
<li>Bekerja sama (<i>collaborating</i>). Artinya, siswa dapat bekerja sama, guru membantu siswa bekerja secara efektif dalam kelompok, membantu mereka memahami bagaimana mereka saling mempengaruhi dan saling berkomunikasi.</li>
<li>Berpikir kritis dan kreatif (<i>critical and creative thinking</i>). Artinya, siswa dapat menggunakan tingkat berpikir yang lebih tinggi.</li>
<li>Memelihara pribadi siswa (<i>nurturing the individual</i>).</li>
<li>Mencapai standar yang tinggi (<i>reaching high standard</i>).</li>
<li>Menggunakan penilaian autentik (<i>using authentic assesment</i>).</li>
</ul>
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<b>3. Ciri-Ciri Pembelajaran Kontekstual</b> <br />
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Ciri-ciri pembelajaran kontekstual antara lain:<br />
<ul style="text-align: left;">
<li>Adanya kerjasama antar semua pihak;</li>
<li>Menekankan pentingnya pemecahan masalah;</li>
<li>Bermuara pada keragaman konteks kehidupan siswa yang berbeda-beda;</li>
<li>Saling menunjang;</li>
<li>Menyenangkan, tidak membosankan;</li>
<li>Belajar dengan gairah;</li>
<li>Pembelajaran terintegrasi;</li>
<li>Menggunakan berbagai sumberr;</li>
<li>Siswa aktif;</li>
<li><i>Sharing </i>dengan teman;</li>
<li>Siswa kritis, guru kreatif;</li>
<li>Dinding kelas dan lorong penuh dengan hasil karya siswa, peta-peta, gambar-gambar, artikel, dsb;</li>
<li>Laporang kepada orang tua bukan hanya rapor, tetapi hasil karya siswa, dsb. </li>
</ul>
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<b>4. Komponen Utama Pembelajaran Kontekstual</b><br />
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Ada 7 komponen utama yang mendasari penerapan pembelajaran kontekstual di kelas, yaitu sebagai berikut;<br />
<ul style="text-align: left;">
<li>Konstruktivisme. Konstruktivisme adalah landasan berpikir pembelajaran kontekstual yang menyatakan bahwa pengetahuan dibangun oleh manusia sedikit demi sedikit, yang hasilnya diperluas oleh konteks yang terbatas. Melalui konstruktivisme tugas guru adalah memfalisitasi proses belajar dengan: (1) menjadikan pengetahuan bermakna dan relevan bagi siswa; (2) memberi kesempata siswa menemukan dan menerapkan idenya sendiri; (3) menyadarkan siswa agar menerapkan strategi mereka sendiri dalam belajar.</li>
<li>Menemukan (<i>Inquiry</i>). Menemukan merupakan bagian inti dari kegiatan pembelajaran berbasis kontekstual yang berpendapat bahwa pengetahuan dan keterampilan yang diperoleh siswa diharapkan bukan dasil mengingat seperangkat fakta-fakta, tetapi hasil dati menemukan sendiri.</li>
</ul>
Langkah-langkah pembelajaran inkuiri adalah sebagai berikut: <br />
1) Merumuskan masalah. <br />
2) Mengumpulkan data melalui observasi atau penngamatan.<br />
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<b> </b>3)<b> </b>Menganalisis dan menyajikan hasil dalam tulisan, gambar, laporan, bagan, tabel,<br />
dan karya lainnya.<br />
4) Mengkomunikasikan atau menyajikan hasil karya pada pembaca, teman sekelas,<br />
guru, atau audiens lainnya.<br />
5) Mengevaluasi hasil temuan bersama.<br />
<ul style="text-align: left;">
<li>Bertanya. Bertanya dalam pembelajaaran sebagai kegiatan guru untuk mendorong, membimbing, dan menilai kemampuan berpikir siswa. Bagi siswa kegiatan bertanya merupakan bagian penting dalam melaksanakan pembelajaran yang berbasis inkuiri, yaitu menggali informasi, menginformasikan apa yang sudah diketahui, dan mengarahkan perhatian pada aspek yang belum diketahuinya.</li>
<li>Masyarakat belajar (<i>Learning Community</i>). Konsep masyarakat belajar menyarankan agar hasil pembelajaran diperoleh dari kerjasama dengan orang lain.</li>
<li>Pemodelan (<i>Modelling</i>). Pemodelan artinya dalam sebuah pembelajaran keterampilan atau pengetahuan tertentu, ada model yang bisa ditiru. Pemodelan dapat berbentuk demonstrasi, pemberian contoh tentang konsep atau aktivitas belajar.</li>
<li>Refleksi. Refleksi adalah cara berpikir tentang apa yang baru dipelajari atau berpikir ke belakang tentang apa-apa yang sudah kita lakukan di masa yang lalu. refleksi merupakan gambaran terhadap kegiatan atau pengetahuan yang baru saja diterima.</li>
<li>Penilaian yang sebenarnya (<i>Authentic Assessment</i>). <i>Assessment </i>adalah proses pengumpulan berbagai data yang bisa memberikan gambaran perkembangan belajar siswa. </li>
</ul>
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<i>Sumber</i> : Kunandar. 2007. <i>Guru Profesional</i>. Rajawali Pers: Jakarta. <br />
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nuruljanahhttp://www.blogger.com/profile/15759885297622875423noreply@blogger.com0